1 f Crossword Puzzles

portofolio mat 2021-09-30

Across

lim x->∞ (1-(1/3x))^12x
lim x->∞ 2x(√(9+10/x)-3)
lim x->∞ (3-x+(x^2-2x)/(x+5))
lim x->∞ (1+4x+4x^2)^3/x
diketahui fungsi f ditentukan dengan rumus f(x)=(x^2-9)/(x-3), untuk x≠3; ax, untuk x=3 jika f(x) kontinu di x=3, tentukan nilai a
lim x->∞ (√(x^2+1)-x)
lim x->∞ sin((1/x)-(4π/3))
lim x->∞ (3x+1-√(9x^2+4x-7))
apakah fungsi f(x)=(x^2-4)/(x-2) kontinu di x=2?
apakah fungsi f(x)=(x^3-1)/(x-1), untuk x≠1; 3, untuk x=1 kontinu di x=1?

Down

lim x->3 (xtan(2x-6))/(sin(x-3))
lim x->∞ (√(9x^2+5x+5)-√(9x^2-7x-4))
lim x->π/2 cosx/x-(π/2)
lim x->0 x^2tan2x/x-xcos4x
apakah fungsi f(x)=x^3-x+1 kontinu di x=1?
lim x->∞ ((x-1)/(x+1))^3x-2
lim x->1 x(x)/(x^2-3x+2)
lim x->∞ 2x^2(1-cos(6/x))
lim x->45° cos2x/1-tanx
lim x->∞ (2+cos(4/x))

20 Clues: lim x->∞ (√(x^2+1)-x) • lim x->∞ (2+cos(4/x)) • lim x->π/2 cosx/x-(π/2) • lim x->∞ (1-(1/3x))^12x • lim x->45° cos2x/1-tanx • lim x->∞ 2x(√(9+10/x)-3) • lim x->1 x(x)/(x^2-3x+2) • lim x->∞ (1+4x+4x^2)^3/x • lim x->∞ 2x^2(1-cos(6/x)) • lim x->0 x^2tan2x/x-xcos4x • lim x->∞ sin((1/x)-(4π/3)) • lim x->∞ ((x-1)/(x+1))^3x-2 • lim x->∞ (3x+1-√(9x^2+4x-7)) • lim x->∞ (3-x+(x^2-2x)/(x+5)) • ...

Calculus Vocabulary Crossword 2021-05-21

Calculus Vocabulary Crossword crossword puzzle

Across

A rule where if a function is the quotient of two differentiable functions
If f is continuous on the closed interval (a, b) and differentiable on the open interval (a, b), then there exists a number c in (a, b).
The steepness of a line commonly known as the rise over run.
A function that does have abrupt changes in value.
A type of discontinuity when factors don’t cancel when (x – a) = 0
A rule where if f and g are differentiable, then the composite function (f * g)(x) = f(g(x)) is differentiable and f’(g(x)) * g’(x)
F(x) = f’(x)
A rule where if a function is the product of two differentiable functions
How far something or someone are from where you started.
A type of discontinuity when factors are removed (cancel) when (x – a) = 0
A function that does not have any abrupt changes in value
A measurement of how much space an object has taken up.
A quantity that expresses the extent of a two-dimensional surface or shape
The rate of change of a function’s derivative
A = 1/2h (b1 + b2)
If f is continuous on the closed interval (a, b) then f takes every value between f (a) and f (b).
f’(x) = f(x)
A graphical general solution to a differential equation.

Down

A method of finding the integral for a function at any point on a graph.
If f is continuous over a closed interval (a, b) then f has both a minimum and maximum over the interval
y – y1 = -1/m (x – x1)
y - y1 = m (x - x1)
A strategy for solving systems of equations that include solving for one variable and using that solution to find the other variable
The process of finding a derivative, or rate of change, of a function
The total amount something has traveled
The height of the function at the maximum
A circle with a radius of 1
The “y-value,” that the graph is approaching from both the left side and the right side of “target value” of x = c.
A function defined in terms of time t expressing the ratio of the value at time t and the initial investment
The behavior of a graph of f(x) as x approaches positive or negative infinity.

30 Clues: F(x) = f’(x) • f’(x) = f(x) • A = 1/2h (b1 + b2) • y - y1 = m (x - x1) • y – y1 = -1/m (x – x1) • A circle with a radius of 1 • The total amount something has traveled • The height of the function at the maximum • The rate of change of a function’s derivative • A function that does have abrupt changes in value. • A measurement of how much space an object has taken up. • ...

ΜΑΘΗΜΑΓΙΚΑ Γ ΛΥΚΕΙΟΥ 2020-04-04

Across

ΞΑΔΕΛΦΑΚΙ ΤΟΥ Θ.ROLLE (ΑΡΧΙΚΑ)
ΤΟ ΟΡΙΟ ΤΗΣ F ΣΤΟ +00 ΑΝ ΕΧΕΙ ΟΡΙΖΟΝΤΙΑ ΑΣΥΜΠΤΩΤΗ ΤΟΝ XX΄
ΠΑΡΑΤΣΟΥΚΛΙ ΤΗΣ ΑΡΧΙΚΗΣ ΣΥΝΑΡΤΗΣΗΣ
ΛΕΓΕΤΑΙ ΚΑΙ ΡΥΘΜΟΣ ΜΕΤΑΒΟΛΗΣ
ΑΝ Η F΄ ΘΕΤΙΚΗ ΠΑΝΤΟΥ Η F ΕΙΝΑΙ ΓΝΗΣΙΩΣ...
Η ΕΦΑΠΤΟΜΈΝΗ ΣΕ ΑΥΤΟ ΤΟ ΣΗΜΕΙΟ ΔΙΑΠΕΡΝΑ ΤΗΝ ΚΑΜΠΥΛΗ
ΑΝ ΜΙΑ ΣΥΝΑΡΤΗΣΗ ΕΙΝΑΙ ΠΑΡΑΓΩΓΙΣΙΜΗ ΕΙΝΑΙ ΤΟΤΕ ΣΙΓΟΥΡΑ
ΜΙΑ ΣΥΝΕΧΗΣ ΣΥΝΑΡΤΗΣΗ ΜΕΤΑΞΥ ΔΥΟ ΔΙΑΔΟΧΙΚΩΝ ΡΙΖΩΝ ΤΗΣ ΤΟ ΔΙΑΤΗΡΕΙ ΣΤΑΘΕΡΟ
ΑΝ Η F' EINAI ΓΝΗΣΊΩΣ ΦΘΙΝΟΥΣΑ ΤΟΤΕ Η f ΕΙΝΑΙ
ΤΟ 1-1 ΔΕΝ ΕΙΝΑΙ ΙΣΟΠΑΛΙΑ ΑΛΛΑ ΣΗΜΑΙΝΕΙ ΟΤΙ Η ΣΥΝΑΡΤΗΣΗ ΕΙΝΑΙ
ΕΙΝΑΙ ΟΙ f(x)=e^x ΚΑΙ g(x)=lnx

Down

ΜΙΑ ΑΣΥΜΠΤΩΤΗ ΠΟΥ ΔΕΝ ΤΗΝ ΨΑΧΝΟΥΜΕ ΣΤΑ ΑΠΕΙΡΑ
ΑΝ Η ΠΑΡΑΓΩΓΟΣ ΣΕ ΕΝΑ ΣΗΜΕΙΟ ΕΙΝΑΙ 0 ΤΟΤΕ ΑΥΤΗ ΕΙΝΑΙ ΟΡΙΖΟΝΤΙΑ
ΤΟ ΘΕΩΡΗΜΑ ΤΟΥ ΘΕΛΕΙ ΑΚΡΟΤΑΤΟ
ΕΙΧΕ ...ΕΝΑ ΤΟΥΛΑΧΙΣΤΟΝ ΞΑΔΕΛΦΟ
ΕΙΧΕ ...ΕΝΑ ΤΟΥΛΑΧΙΣΤΟΝ ΠΑΙΔΙ
ΤΗΝ ΑΝΑΖΗΤΟΥΜΕ ΣΤΑ ΑΠΕΙΡΑ ΚΑΙ ΔΕΝ ΕΙΝΑΙ ΟΡΙΖΟΝΤΙΑ
ΤΟ ΘΕΩΡΗΜΑ ΣΑΝΤΟΥΙΤΣ ΣΑΝ ΚΡΙΤΗΡΙΟ
ΜΙΑ ΠΡΑΞΗ ΜΕΤΑΞΥ ΣΥΝΑΡΤΗΣΕΩΝ
ΑΥΤΗ ΣΤΡΕΦΕΙ ΤΑ ΚΟΙΛΑ ΑΝΩ
ΕΝΑ ΣΗΜΕΙΟ ΜΠΟΡΕΙ ΝΑ ΕΙΝΑΙ
ΕΙΝΑΙ ΚΑΘΕ ΠΟΛΥΩΝΥΜΙΚΗ ΣΥΝΑΡΤΗΣΗ
ΤΩΝ ...ΤΙΜΩΝ ΕΙΝΑΙ ΘΕΩΡΗΜΑ

23 Clues: ΑΥΤΗ ΣΤΡΕΦΕΙ ΤΑ ΚΟΙΛΑ ΑΝΩ • ΕΝΑ ΣΗΜΕΙΟ ΜΠΟΡΕΙ ΝΑ ΕΙΝΑΙ • ΤΩΝ ...ΤΙΜΩΝ ΕΙΝΑΙ ΘΕΩΡΗΜΑ • ΛΕΓΕΤΑΙ ΚΑΙ ΡΥΘΜΟΣ ΜΕΤΑΒΟΛΗΣ • ΜΙΑ ΠΡΑΞΗ ΜΕΤΑΞΥ ΣΥΝΑΡΤΗΣΕΩΝ • ΤΟ ΘΕΩΡΗΜΑ ΤΟΥ ΘΕΛΕΙ ΑΚΡΟΤΑΤΟ • ΕΙΧΕ ...ΕΝΑ ΤΟΥΛΑΧΙΣΤΟΝ ΠΑΙΔΙ • ΞΑΔΕΛΦΑΚΙ ΤΟΥ Θ.ROLLE (ΑΡΧΙΚΑ) • ΕΙΧΕ ...ΕΝΑ ΤΟΥΛΑΧΙΣΤΟΝ ΞΑΔΕΛΦΟ • ΕΙΝΑΙ ΚΑΘΕ ΠΟΛΥΩΝΥΜΙΚΗ ΣΥΝΑΡΤΗΣΗ • ΕΙΝΑΙ ΟΙ f(x)=e^x ΚΑΙ g(x)=lnx • ΤΟ ΘΕΩΡΗΜΑ ΣΑΝΤΟΥΙΤΣ ΣΑΝ ΚΡΙΤΗΡΙΟ • ...

Trigonometry 2023-01-22

Across

Used to calculate vibration
f(x)=tan(x)
The highest or lowest point on a graph
f(x)=cos(x+1)
Outcome of ocean displacement
f(x)=cos(x)

Down

f(x)=sin(x)+1
A sudden shaking of the ground
A wave that only travels through the crust of the earth
The fastest wave
Phase _____
f(x)=sin(x)

12 Clues: f(x)=tan(x) • Phase _____ • f(x)=sin(x) • f(x)=cos(x) • f(x)=sin(x)+1 • f(x)=cos(x+1) • The fastest wave • Used to calculate vibration • Outcome of ocean displacement • A sudden shaking of the ground • The highest or lowest point on a graph • A wave that only travels through the crust of the earth

Transformations of Functions 2023-05-20

Transformations of Functions crossword puzzle

Across

When a>1, the function is...
f(x) = a(x–h)²+k
y=ax²+bx+c
When 0<a<1, the function is...
Represented by f(-x) or -f(x)

Down

f(x)+|x| (type of parent function)
(x-h)²+(y-k)²=r²
f(x)= √x (type of parent function)
f(x)=x (type of parent function)
f(x)=x² (type of parent function)
Moves a function left or right
Moves a function up or down

12 Clues: y=ax²+bx+c • (x-h)²+(y-k)²=r² • f(x) = a(x–h)²+k • Moves a function up or down • When a>1, the function is... • Represented by f(-x) or -f(x) • Moves a function left or right • When 0<a<1, the function is... • f(x)=x (type of parent function) • f(x)=x² (type of parent function) • f(x)+|x| (type of parent function) • f(x)= √x (type of parent function)

Kylie's Crossword Puzzle 2022-03-20

Kylie's Crossword Puzzle crossword puzzle

Across

50
Functions that undo each other
3
A solution of an equation that appears more than once
A method to divide a polynomial f(x) by a nonzero divisor d(x) to yield a quotient polynomial q(x) and a remaninder polynomial r(x)
f(x)=3x^3+4x^2+2x-1
11
A monomioal or a sum of monomials

Down

12
13
An expression of the form au^2+bu+c=0, where u is an algebraic expression
5
A shortcut method to divide a polynomial by a binomial of the form x-k
A triangular array of numbers such that the numbers in the nth row are the coefficients of the terms in the expression of (a+b)^n for whole number values of n
1
An equation with a radical that has a variable in the radicand
2
20
For a function f, f(-x)=-f(x) for all x in its domain
4

20 Clues: 5 • 1 • 3 • 2 • 4 • 12 • 13 • 50 • 20 • 11 • f(x)=3x^3+4x^2+2x-1 • Functions that undo each other • A monomioal or a sum of monomials • A solution of an equation that appears more than once • For a function f, f(-x)=-f(x) for all x in its domain • An equation with a radical that has a variable in the radicand • A shortcut method to divide a polynomial by a binomial of the form x-k • ...

Grafik Fungsi Trigonometri 2023-06-05

Grafik Fungsi Trigonometri crossword puzzle

Across

Tentukan nilai maksimum dari f(x)=2sin3x+4.
Tentukan nilai minimum dari f(x)=7sin2x+3
f(x)=3sin(7x-14°)-4. Tentukan nilai minimumnya!
Nilai maksimum dari f(x)=9sin3x+3 adalah...
f(x)=6cos2x+1. Tentukan nilai minimumnya!
Periode dari f(x)=5cos(6x-36°)adalah...
Nilai tertinggi yang bisa dicapai oleh suatu fungsi trigonometri adalah nilai...
Periode dari f(x)=2sin(3x-30°)adalah...
Nilai terendah yang bisa dicapai oleh suatu fungsi trigonometri adalah nilai...

Down

f(x)=3cos(4x-16°)-4. Tentukan periodenya!
f(x)=7cos6x+3. Tentukan nilai maksimumnya!
Rentangan pengulangan bentuk grafik adalah...
f(x)=9sin3x+3. Tentukan amplitudonya!
Untuk fungsi sinus dan kosinus periodenya adalah T=...°/K atau T=2π/K
f(x)=6sin(8x-64°)-5. Tentukan periodenya!
f(x)=2sin3x+3. Tentukan nilai minimumnya!
Untuk fungsi Tangen periodenya adalah T=...°/K atau T=2/K
f(x)=A cos K(x±α)+C. A dalam fungsi kosinus tersebut merupakan...
Tentukan Hp dari Tan x=√3,dengan syarat 180°≤x<360°.
f(x)=y=A sin K(x±α)+C merupakan bentuk fungsi...

20 Clues: f(x)=9sin3x+3. Tentukan amplitudonya! • Periode dari f(x)=5cos(6x-36°)adalah... • Periode dari f(x)=2sin(3x-30°)adalah... • f(x)=3cos(4x-16°)-4. Tentukan periodenya! • f(x)=6sin(8x-64°)-5. Tentukan periodenya! • f(x)=2sin3x+3. Tentukan nilai minimumnya! • Tentukan nilai minimum dari f(x)=7sin2x+3 • f(x)=6cos2x+1. Tentukan nilai minimumnya! • ...

Sequences 2022-03-28

Across

f(n)=f(1)+d(n-1)
multiplying to find next term
a set of numbers with a pattern
adding/subtracting to find next term
1,3,5,___...
unknown term
the first number in a sequence

Down

5th term in arithmetic sequence: 1,11,21, ___
3, 6, 9 __...
f(2)-f(1)
16,8,0,___,-16

11 Clues: f(2)-f(1) • 1,3,5,___... • unknown term • 3, 6, 9 __... • 16,8,0,___,-16 • f(n)=f(1)+d(n-1) • multiplying to find next term • the first number in a sequence • a set of numbers with a pattern • adding/subtracting to find next term • 5th term in arithmetic sequence: 1,11,21, ___

Calculus BC Crossword 2019-05-17

Across

The abbreviation of the theorem stating: If f is a function that is continuous over the domain [a,b] and if m is a number between f(a) and f(b), then there is some value c between a and b such that f(c) = m.
The sum of the terms of a sequence.
Another name for a removable discontinuity that can be removed by filling a single point.
The rate of change of the position of an object.
The type of discontinuity for which the limits of the left and the right both exist but are not equal to each other.
The line that touches a curve at a point without crossing over. It is a line which intersects a differentiable curve at the point where the slope of the curve equals the slope of the line.
The branch of math dealing with limits, derivatives, integrals, and power series.
The approach of a finite limit.
A line or curve that the graph of a relation approaches more and more closely the further the graph is followed.
The product of a given integer and all smaller positive integers.
The highest point in a particular section of a graph.
A polynomial that is an approximation of a function using terms from the function's taylor series.
The abbreviation of the theorem stating: If function f is continuous on [a,b] and differentiable on (a,b), then there exists a number c in (a,b) such that f'(c)=(f(b)-f(a))/(b-a).

Down

The total amount of space enclosed in a solid.
The lowest point in a particular section of a graph.
The value that a function approaches as X (or the domain variable) approaches a specific value.
A list of numbers set apart by commas.
The fail to approach a finite limit.
The point at which a curve changes its concavity.
This namesake rule is used to evaluate limits of fractions that evaluate to the indeterminate forms.
The abbreviation of the theorem stating: If a function f is continuous over [a,b] then there are numbers c and d in [a,b] such that f(c) is an absolute minimum over [a,b] and f(d) is an absolute maximum over [a,b].
The name given to the series 1 + 1/2 + 1/3 + 1/4 + ... + 1/n + ...
A point on a graph of a function at which the derivative is either 0 or undefined.
A line that passes through at least two points of a curve.
A sharp point on a curve. At this point functions are not differentiable.

25 Clues: The approach of a finite limit. • The sum of the terms of a sequence. • The fail to approach a finite limit. • A list of numbers set apart by commas. • The total amount of space enclosed in a solid. • The rate of change of the position of an object. • The point at which a curve changes its concavity. • The lowest point in a particular section of a graph. • ...

Calculus BC Crossword 2019-05-17

Across

The abbreviation of the theorem stating: If f is a function that is continuous over the domain [a,b] and if m is a number between f(a) and f(b), then there is some value c between a and b such that f(c) = m.
The sum of the terms of a sequence.
Another name for a removable discontinuity that can be removed by filling a single point.
The rate of change of the position of an object.
The type of discontinuity for which the limits of the left and the right both exist but are not equal to each other.
The line that touches a curve at a point without crossing over. It is a line which intersects a differentiable curve at the point where the slope of the curve equals the slope of the line.
The branch of math dealing with limits, derivatives, integrals, and power series.
The approach of a finite limit.
A line or curve that the graph of a relation approaches more and more closely the further the graph is followed.
The product of a given integer and all smaller positive integers.
The highest point in a particular section of a graph.
A polynomial that is an approximation of a function using terms from the function's taylor series.
The abbreviation of the theorem stating: If function f is continuous on [a,b] and differentiable on (a,b), then there exists a number c in (a,b) such that f'(c)=(f(b)-f(a))/(b-a).

Down

The total amount of space enclosed in a solid.
The lowest point in a particular section of a graph.
The value that a function approaches as X (or the domain variable) approaches a specific value.
A list of numbers set apart by commas.
The fail to approach a finite limit.
The point at which a curve changes its concavity.
This namesake rule is used to evaluate limits of fractions that evaluate to the indeterminate forms.
The abbreviation of the theorem stating: If a function f is continuous over [a,b] then there are numbers c and d in [a,b] such that f(c) is an absolute minimum over [a,b] and f(d) is an absolute maximum over [a,b].
The name given to the series 1 + 1/2 + 1/3 + 1/4 + ... + 1/n + ...
A point on a graph of a function at which the derivative is either 0 or undefined.
A line that passes through at least two points of a curve.
A sharp point on a curve. At this point functions are not differentiable.

Random Calculus 2023-05-16

Across

a ___ point is where f'(x) = 0 or is undefined
(uv'-vu')/v²
use if a series is positive, continuous, and decreasing
s'(t) (s=position)
the lowest point of a function
if an alternating series converges and the absolute value of the general term converges, the series converges ___
use to find the interval of convergence of a power series
if an alternating series converges and the absolute value of the general term diverges, the series converges ___
a p-series ___ if p > 1
a series with a common ratio
∫v(t)dt (parametric)

Down

v'(t) = s''(t)
a point of ___ is where f''(x) changes signs
uv'+vu'
f' changes from positive to negative
the highest point of a function
a p-series ___ if p ≤ 1
f'(g(x))g'(x)
∫||v(t)||dt (parametric)
the process of finding a derivative
uv-∫vdu
f' changes from negative to positive
||v(t)|| (parametric)

23 Clues: uv'+vu' • uv-∫vdu • (uv'-vu')/v² • f'(g(x))g'(x) • v'(t) = s''(t) • s'(t) (s=position) • ∫v(t)dt (parametric) • ||v(t)|| (parametric) • a p-series ___ if p ≤ 1 • a p-series ___ if p > 1 • ∫||v(t)||dt (parametric) • a series with a common ratio • the lowest point of a function • the highest point of a function • the process of finding a derivative • f' changes from positive to negative • ...

Alg. T5 - Evaluate Piecewise Functions 2024-03-18

Alg. T5 - Evaluate Piecewise Functions crossword puzzle

Across

Find g(x), where g(x) is the translation 8 units left of f(x)=|x|.
What are the Domain and Range of this function? y=|x+3|
What are the Domain and Range of this function? y=|x|-2
Find f(2): f(x)={if x=<0: -7x-1 }{ if x>0: 7x+5}
Find g(x), where g(x) is the reflection across the x-axis of f(x)=|x|.
what is the range of this function? y=|x+2|+1
Find f(0): f(x)={if x=<1: x+4}{if x>1: 3x}
Find f(7): f(x)={if x=<10: 9x+1}{if x>10: 2x-11}

Down

Find g(x), where g(x) is the reflection across the y-axis of f(x)=|x|.
Find g(x), where g(x) is the translation 4 units left of f(x)=|x|.
What are the Domain and Range of this function? y=3|x|
what is the range of this function? y=|x+2|+1
What are the Domain and Range of this function? y=|x|-4
Find f(8): f(x)={if x=<9: -x+12}{if x>9: 3x+15}

14 Clues: Find f(0): f(x)={if x=<1: x+4}{if x>1: 3x} • what is the range of this function? y=|x+2|+1 • what is the range of this function? y=|x+2|+1 • Find f(8): f(x)={if x=<9: -x+12}{if x>9: 3x+15} • Find f(2): f(x)={if x=<0: -7x-1 }{ if x>0: 7x+5} • Find f(7): f(x)={if x=<10: 9x+1}{if x>10: 2x-11} • What are the Domain and Range of this function? y=3|x| • ...

Matematik - 2G 2021-03-15

Across

Den modsatte funktion til eksponentialfunktionen
Andet ordet for limit
Produktet af to faktorer der giver nul
Når en ekspoentiel funktion øger sin funktionsværdi med en faktor 2
Kan bruges til at bestemme antal rødder i en andengradsfunktion
Navnet på ekstrema for en parabel
f(x)=-3x^2-3x+90
Der hvor to linjer mødes og krydser hinanden
Pr hundredele

Down

Hældningskoefficienten for denne funktion f(x)=12x-25
Kvadratroden af 36
Approximation af en linje gennem flere punkter
Antallet af løsninger til ligningen 1/4x^2+x+1=0
2x-4=-4x+8
Løsning til 3(x-5)(x+1)=0
antal rødder i et 4. gradspolynimie
Analyse af funktionens ekstrema og vækst
Indeksværdi ved Basisåret
Antal nulpunkter, når d>0
Andengradsfunktion hvor a er positiv
Skæring med yaksen, når f(x)=3x+17

21 Clues: 2x-4=-4x+8 • Pr hundredele • f(x)=-3x^2-3x+90 • Kvadratroden af 36 • Andet ordet for limit • Indeksværdi ved Basisåret • Antal nulpunkter, når d>0 • Løsning til 3(x-5)(x+1)=0 • Navnet på ekstrema for en parabel • Skæring med yaksen, når f(x)=3x+17 • antal rødder i et 4. gradspolynimie • Andengradsfunktion hvor a er positiv • Produktet af to faktorer der giver nul • ...

Mathematics 2017-12-07

Across

FΔt
A function f is ______ if f(x) = f(−x) for all x in the domain
(a + b) + c = a + (b + c)
Mass of the object times its velocity
∀a,â∈A, a≠â then f(a)≠f(â)
a1 = 1a = a
a⋅b=│a││b│cosθ
A function f is _______ with period X if f(x) = f(x + X) for all x in the domain
F= -kΔx
λ(a + b) = λa + λb

Down

The energy an object has due to its motion
∀b∈B, Ǝa∈A:f(a)=b
│a+b│≤│a│+│b│
Every action has an equal and opposite reaction
A numerical property of a population is called a _______
F=(mv^2)/r
'Assume result is true for an arbitrary value n = k.'
If y0(x0) = 0 and y''(x0) < 0, then y(x) has a local _______ at x0.
A numerical property of a sample is called a _______
As n→∞ 1/n _______ to 0

20 Clues: FΔt • F= -kΔx • F=(mv^2)/r • a1 = 1a = a • │a+b│≤│a│+│b│ • a⋅b=│a││b│cosθ • ∀b∈B, Ǝa∈A:f(a)=b • λ(a + b) = λa + λb • As n→∞ 1/n _______ to 0 • (a + b) + c = a + (b + c) • ∀a,â∈A, a≠â then f(a)≠f(â) • Mass of the object times its velocity • The energy an object has due to its motion • Every action has an equal and opposite reaction • A numerical property of a sample is called a _______ • ...

Grafik Fungsi Trigonometri 2023-06-01

Across

f(x)=A cos K (x±α)+C. Huruf A dalam fungsi kosinus tersebut merupakan...
f(x)=6sin(8x-64°)-5. Tentukan periodenya!
Untuk fungsi tangan periodenya adalah T=...°/k atau T=2/k
f(x)=7cos 6x+3.Tentukan nilai maksimumnya!
Nilai terendah yang bisa dicapai oleh suatu fungsi trigonometri adalah nilai...
Nilai tertinggi yang bisa dicapai oleh suatu fungsi trigonometri adalah nilai...
Tentukan nilai minimum dari f(x)=7sin2x+4
f(x)=3sin (7x-14°)-4. Tentukan nilai minimumnya!

Down

f(x)=3cos(4x-16°)-4. Tentukan periodenya!
Nilai maksimum dari f(x)=9sin3x+3 adalah...
Rentangan pengulangan bentuk grafik adalah...
Tentukan Hp dari Tan x=√3, dengan syarat 180°≤x<360°
Untuk fungsi sinus dan kosinus periodenya adalah T=...°/k atau T=2π/k
f(x)=6 cos 2x +1. Tentukan nilai minimumnya!
Periode dari f(x)=5cos(6x-36°)adalah...
f(x)=2sin3x+3. Tentukan nilai minimumnya!
f(x)=9sin 3x+3. Tentukan amplitudonya!
Periode dari f(x)=2sin(3x-30°) adalah...
f(x)=y=A Sin K (x±α)+ C merupakan bentuk fungsi...
Tentukan nilai maksimum dari f(x)=2sin3x+4

20 Clues: f(x)=9sin 3x+3. Tentukan amplitudonya! • Periode dari f(x)=5cos(6x-36°)adalah... • Periode dari f(x)=2sin(3x-30°) adalah... • f(x)=3cos(4x-16°)-4. Tentukan periodenya! • f(x)=6sin(8x-64°)-5. Tentukan periodenya! • f(x)=2sin3x+3. Tentukan nilai minimumnya! • Tentukan nilai minimum dari f(x)=7sin2x+4 • f(x)=7cos 6x+3.Tentukan nilai maksimumnya! • ...

Precalculus Crossword 2021-10-18

Across

f(x)=[[x]]
f(x)=square-root-x
f(x)=c
f(x)=x-squared
f(x)=(x)

Down

f(x)=1/x
f(x)=x-cubed
rise/run
y=b
f(x)=x
x-values
x=a
y-values

13 Clues: y=b • x=a • f(x)=x • f(x)=c • f(x)=1/x • rise/run • x-values • y-values • f(x)=(x) • f(x)=[[x]] • f(x)=x-cubed • f(x)=x-squared • f(x)=square-root-x

Midterm Project 2021-01-26

Across

Ex. (x-1) (2x^3-3x^2)
blank a polynomial by a monomial
with base 'e'
X^-a = 1/X^a 0r 1/X^-a =X^a
logb X/Y = logbX-logbY
b^10gbx = X
pie (3.1415)
log bX^r = rlogbX
An expression consisting of variables and coefficients
X^o = 1
logb^XY=logbX+logbY
0,1,2,3,4,5
A polynomial with exactly one term
3/5, 1.375, 21.6
f ( x ) = a x
Ex. 4logb^m - logbN

Down

an equation that has a variable in the exponent
Ex. log5X^2/bc
Ex. F(x)=4x^3-x^2+5
Determines whether a function is one-to-one. has inverse
a does not =0 and b does not =0
(X/Y)^a = X^a/Y^a
a function that "reverses" another function
with base 10
1,2,3,4,5,5
-1,-2,-3
X^a/X^b = X^a-b
Ex. F(x)=x^2 G(x)=x+3
Show a relationship between two values
Is a relation where each input has only one

30 Clues: X^o = 1 • -1,-2,-3 • b^10gbx = X • 1,2,3,4,5,5 • 0,1,2,3,4,5 • pie (3.1415) • with base 10 • with base 'e' • f ( x ) = a x • Ex. log5X^2/bc • X^a/X^b = X^a-b • 3/5, 1.375, 21.6 • log bX^r = rlogbX • (X/Y)^a = X^a/Y^a • Ex. F(x)=4x^3-x^2+5 • logb^XY=logbX+logbY • Ex. 4logb^m - logbN • Ex. (x-1) (2x^3-3x^2) • logb X/Y = logbX-logbY • Ex. F(x)=x^2 G(x)=x+3 • X^-a = 1/X^a 0r 1/X^-a =X^a • ...

Latin Catiline 9 2018-06-11

Across

carēre, caruī - to be without
necis, f. - murder
-ōnis, f. - plundering
valēre, valui, valitum - to be able, to succeed
-ōnis, f. - trial, court
odisse - to hate

Down

ratiōnis, f. - way, manner
-a, -um - hostile, dangerous
(1) - to decide, judge
malle, maluī - to prefer
(1) - to soothe, appease
verērī, veritus sum - to fear

12 Clues: odisse - to hate • necis, f. - murder • (1) - to decide, judge • -ōnis, f. - plundering • malle, maluī - to prefer • (1) - to soothe, appease • -ōnis, f. - trial, court • ratiōnis, f. - way, manner • -a, -um - hostile, dangerous • carēre, caruī - to be without • verērī, veritus sum - to fear • valēre, valui, valitum - to be able, to succeed

IPA 2023-12-06

Across

Beta digunakan untuk menghitung muai
Isi termometer bersifat mahal
lurus beraturan
Kepanjangan F
kuat arus
Kepanjangan °F
Kepanjangan R
Kepanjangan °C
ilmu tentang tumbuhan
Satuan gaya SI
ilmu tentang zat dan sifatnya
F....= -F reaksi
Nama lain Hukum 1 Newton

Down

...= Gaya ÷ akselerasi
Gerak semu dan gerak
Besar perpindahan setiap satuan waktu
titik tetap bawah 273
Syarat benda gerak
Sigma adalah
ilmu tentang gerak benda
gesek benda gerak
satuan waktu
Kepanjangan v
panas dingin suatu benda
Mr... Newton

25 Clues: kuat arus • Sigma adalah • satuan waktu • Mr... Newton • Kepanjangan F • Kepanjangan v • Kepanjangan R • Kepanjangan °F • Kepanjangan °C • Satuan gaya SI • lurus beraturan • F....= -F reaksi • gesek benda gerak • Syarat benda gerak • Gerak semu dan gerak • titik tetap bawah 273 • ilmu tentang tumbuhan • ...= Gaya ÷ akselerasi • ilmu tentang gerak benda • panas dingin suatu benda • Nama lain Hukum 1 Newton • ...

Calculus! 2013-06-01

Across

When deriving 2 functions, use the ________ rule
After integrating..
Derivative of cosx
(f(x)-f(a))/(x-a)
The slope of a tangent line to a curve
Integral of sinx
Integral of (x^2+2) with upper limit 3 and lower limit 1
A ______ to a curve is a line which is perpendicular to the tanget at the point of contact
Derivative of sinx
An integral expressed as the difference between values of the integral with a specific upper and lower limit is ______
Derivative of f(x) over f(x)
Integral of 1 over cos^2 x

Down

When deriving 2 functions with a denominator use the ________ rule
The integral is the _______ under the curve
The process of finding the derivative
The quotient rule is (lodihi-hidilo) over _______
When deriving a function with a power ex.(9x^2-15x+6)^3 use the ________ rule
To derive x^3+x^2+x^-6 you would use the ______ rule
antiderivative of cosx
Derivative of 1/x
The derivative of the first derivative is the _______ derivative

21 Clues: Integral of sinx • (f(x)-f(a))/(x-a) • Derivative of 1/x • Derivative of cosx • Derivative of sinx • After integrating.. • antiderivative of cosx • Integral of 1 over cos^2 x • Derivative of f(x) over f(x) • The process of finding the derivative • The slope of a tangent line to a curve • The integral is the _______ under the curve • When deriving 2 functions, use the ________ rule • ...

Cool Calculus Crossword 2023-05-16

Cool Calculus Crossword crossword puzzle

Across

when f'(x) is negative then f(x) is
a function that is continuous on [a,b] has both an absolute minimum and an absolute maximum
when f'(x) goes from + to -
f''(x) > 0 then f(x) is
d/dx f(g(x)) = g'(x)*f'(g(x))
if f is continuous, there is a y-value k with f(a) < k < f(b) with an x-value c such that a < c < b
f(x)/g(x)= (f'(x)g(x) - g'(x)f(x))/ [g(x)]²
when f'(x) is positive then f(x) is
right Riemann sum is an ____ when function is increasing
integral of 1/x
who is the best math teacher?
integral of sinx
derivative of a constant

Down

absolute value of velocity
V = π∫r² dx
what rule can you use if the limit goes to 0/0 when value is plugged in?
if a function is differentiable then it is also _____
instantaneous rate of change/slope of a tangent line
d/dx secx
f(x)g(x)= f'(x)g(x)+g'(x)f(x)
derivative of cosx
derivative of velocity
integrating chain rule
integral of velocity
if velocity and acceleration have the same sign
V= π∫(R²-r²) dx

26 Clues: d/dx secx • V = π∫r² dx • integral of 1/x • V= π∫(R²-r²) dx • integral of sinx • derivative of cosx • integral of velocity • derivative of velocity • integrating chain rule • f''(x) > 0 then f(x) is • derivative of a constant • absolute value of velocity • when f'(x) goes from + to - • f(x)g(x)= f'(x)g(x)+g'(x)f(x) • d/dx f(g(x)) = g'(x)*f'(g(x)) • who is the best math teacher? • ...

Functions Unit 2 Crossword 2016-10-19

Functions Unit 2 Crossword crossword puzzle

Across

The domain of an original function is the range of the _______________
To be a ________, the x-coordinate must never repeat with a different y-coordinate
Another word to decribe y=f(x) being horizontally or vertically shifted
______________s are the simplest and base functions of a family of functions
f(x) = 1/x is an example of a __________________
An _____ is created after a transformation
A vertical line that a curve approaches, but never touches or crosses
Translations, reflections, and dilations are all examples of a ______________

Down

f(x)=x is an example of a ______________
The graph of y=f(1/2x) is an example of a horizontal ___________
The point where a graph and its transformed graph intersect at y=x
A ________ is a set of ordered pairs
f(x)=√x is an example of a __________________
y=f(x) is an example of ________________
A diagram representation that can be used when the relation is given a set of ordered pairs
y=f(-x) is a horizontal __________ of y=f(x)
A horizontal line that a curve approaches, but never touches or crosses
With y=af(k(x-d))+c, the a value and k value determine the vertical and horizontal ________
The graph of y=2f(x) is a vertical _______ of the graph y=f(x)
A set of allowed values of y (dependent variables)
A set of allowed values of x (independent variables)

21 Clues: A ________ is a set of ordered pairs • f(x)=x is an example of a ______________ • y=f(x) is an example of ________________ • An _____ is created after a transformation • y=f(-x) is a horizontal __________ of y=f(x) • f(x)=√x is an example of a __________________ • f(x) = 1/x is an example of a __________________ • A set of allowed values of y (dependent variables) • ...

Intervals, key signatures & scales 2013-12-01

Intervals, key signatures & scales crossword puzzle

Across

The circle of fifths starting from F.
A minor key with 1 (#) accidental - F#.
The interval between F and A.
A major key with 4 (#) accidentals - F# C# G# D#.
The interval between E and Bb.
The interval between B and A#.
The circle of fifths starting from F backwards.
A minor key with 1 (b) accidental - Bb.
A minor scale with a raised 6th and 7th.
The name of an interval smaller than an octave.
The distance between two pitches.
A major key with 5 (#) accidentals - F# C# G# D# A#.

Down

A minor key with 2 (#) accidentals - F# C#.
The interval between Bb and G.
The name of an interval larger than an octave.
The interval between A and E.
The interval between C and D.
A major key with 4 (b) accidentals - Bb Eb Ab Db.
A scale built off of the 6th note of a major scale.
A minor key with 3 (b) accidentals - Bb Eb Ab.
The interval between D and G.
A minor scale with a raised 7th.
A major key with 5 (b) accidentals - Bb Eb Ab Db Gb.
A minor key with 2 (b) accidentals - Bb Eb.
A minor key with no accidentals.
A major key with 3 (#) accidentals - F# C# G#.

26 Clues: The interval between A and E. • The interval between C and D. • The interval between F and A. • The interval between D and G. • The interval between Bb and G. • The interval between E and Bb. • The interval between B and A#. • A minor scale with a raised 7th. • A minor key with no accidentals. • The distance between two pitches. • The circle of fifths starting from F. • ...

AB Calculus Terms 2022-05-12

Across

f'(x)< 0
Means to take the integral
Means to take the derivative of a function at a specific point
Means you can take the derivative of something
|v(t)|
a(t), v'(t), x"(t)
f'(x)= undefined
v(t), x'(t)
d^2y/dx^2
Means area under the curve
old slope formula using old equation
Means opposite reciprocal slopes

Down

f"(x)< 0
Represents rate of change of an equation at any given point
Set f'(x)=0
Where function intersects x axis or set f'(x)=0
Can draw a function without picking up your pencil
1/b-a * ∫f(x)dx
∫|v(t)|dt
f'(x)> 0
f'(x)= f(b)-f(a)/b-a
Means sides do not intersect
Represents where an object is at during a certain period of time
All maximums/minimums
Another word for derivative
Value that a function approaches. Means approaching or closeness.
f"(x)> 0
Rule used anytime you have a limit problem in indeterminate form.

28 Clues: |v(t)| • f'(x)< 0 • f"(x)< 0 • f'(x)> 0 • f"(x)> 0 • ∫|v(t)|dt • d^2y/dx^2 • Set f'(x)=0 • v(t), x'(t) • 1/b-a * ∫f(x)dx • f'(x)= undefined • a(t), v'(t), x"(t) • f'(x)= f(b)-f(a)/b-a • All maximums/minimums • Means to take the integral • Means area under the curve • Another word for derivative • Means sides do not intersect • Means opposite reciprocal slopes • old slope formula using old equation • ...

TILANG DIGITAL VIER 2023-02-14

Across

carilah jumlah dari polinomial { P(x)=4x^{2}-5x+1} dan { Q(x)=3x^{2}-8x-9}
limit x mendekati 4 (x^-21)
turunan pertama dari fungsi f(x) = x3 – 2x2 + 3x
limit x mendekati 5 dari 3x-7
Terdapat dua buah suku banyak f(x) = x^3 – x dan g(x) = x^2 + 2x = 1. Maka tentukan f(x) – g(x) dan derajatnya.
turunan pertama dari fungsi f(x) = (3x + 2)(2x + 5)
limit x mendekati 3 dari 5(x^2+2x)

Down

fungsi polinomial 2x-4 dijumlahkan dengan 3x^2+5x-6
Carilah hasil pengurangan dari polinomial,P(x)=5x^{3}+x^{2}+9} dan Q(x)=4x^{2}+7x-3}
integral 4x^3
turunan pertama dari fungsi f(x) = (x2 + 3x + 4)(2x + 3).
turunan pertama pada fungsi f(x) = x³ – 5x² + 7x
integral 4x
limit x mendekati 3 dari (x^2-12)
Integral 2x
integral 3x^2

16 Clues: integral 4x • Integral 2x • integral 4x^3 • integral 3x^2 • limit x mendekati 4 (x^-21) • limit x mendekati 5 dari 3x-7 • limit x mendekati 3 dari (x^2-12) • limit x mendekati 3 dari 5(x^2+2x) • turunan pertama dari fungsi f(x) = x3 – 2x2 + 3x • turunan pertama pada fungsi f(x) = x³ – 5x² + 7x • fungsi polinomial 2x-4 dijumlahkan dengan 3x^2+5x-6 • ...

Chapter 1 Functions 2022-09-28

Across

set of second coordinates
number of times an identity function touches the xy plane
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
a graph is one-to-one if and only if it touches the graph once
f-1
set of ordered pairs
represents a straight line on the coordinate plane
a graph is a function if and only if it touches the graph once
f(-x) = f(x)
parabola

Down

f(x) = 9
(0,0)
𝑓(𝑥)=|𝑥|
element of the domain corresponds to exactly one element of the range
a function which returns the same value, which was used as its argument.
set of first coordinates
2 functions are inverses of each other if they manifest this property
no two elements in the domain of f correspond to the same element in the range of f
f(-x) = -f(x)
compound function

20 Clues: f-1 • (0,0) • f(x) = 9 • 𝑓(𝑥)=|𝑥| • parabola • f(-x) = f(x) • f(-x) = -f(x) • compound function • set of ordered pairs • set of first coordinates • set of second coordinates • represents a straight line on the coordinate plane • number of times an identity function touches the xy plane • a graph is one-to-one if and only if it touches the graph once • ...

Chapter 1 Long Test 2022-09-28

Across

set of first coordinates
set of ordered pairs
(0,0)
𝑓(𝑥)=|𝑥|
no two elements in the domain of f correspond to the same element in the range of f
a function which returns the same value, which was used as its argument.
2 functions are inverses of each other if they manifest this property
represents a straight line on the coordinate plane

Down

a graph is one-to-one if and only if it touches the graph once
element of the domain corresponds to exactly one element of the range
number of times an identity function touches the xy plane
f(x) = 9
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
a graph is a function if and only if it touches the graph once
compound function
f(-x) = -f(x)
set of second coordinates
parabola
f(-x) = f(x)
f-1

Chapter 1 Long Test 2022-09-28

Across

(0,0)
no two elements in the domain of f
one element of the range
a graph is a function if and only if it
f(-x) = -f(x)
compound function
element of the domain corresponds to
manifest this property
set of ordered pairs
the graph once
of f
represents a straight line on the
number of times an identity function
is in the domain of f.

Down

a graph is one-to-one if and only if it
was used as its argument.
parabola
to the same element in the
𝑓(𝑥)=|𝑥|
plane
the xy plane
the domain this function is the set of
a function which returns the same value,
f(x) = 9
set of first coordinates
the graph once
2 functions are inverses of each other if
f-1
f(-x) = f(x)
x such that x in the domain of g and
set of second coordinates

31 Clues: f-1 • of f • (0,0) • plane • parabola • 𝑓(𝑥)=|𝑥| • f(x) = 9 • the xy plane • f(-x) = f(x) • f(-x) = -f(x) • the graph once • the graph once • compound function • set of ordered pairs • manifest this property • is in the domain of f. • one element of the range • set of first coordinates • was used as its argument. • set of second coordinates • to the same element in the • represents a straight line on the • ...

Chapter 1 Long Test 2022-09-28

Across

2 functions are inverses of each other if they manifest this property
f(x) = 9
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
parabola
f(-x) = f(x)
a graph is one-to-one if and only if it touches the graph once
set of first coordinates
compound function

Down

𝑓(𝑥)=|𝑥|
set of second coordinates
no two elements in the domain of f correspond to the same element in the range of f
a graph is a function if and only if it touches the graph once
element of the domain corresponds to exactly one element of the range
set of ordered pairs
represents a straight line on the coordinate plane
(0,0)
f-1
a function which returns the same value, which was used as its argument.
f(-x) = -f(x)
number of times an identity function touches the xy plane

20 Clues: f-1 • (0,0) • 𝑓(𝑥)=|𝑥| • f(x) = 9 • parabola • f(-x) = f(x) • f(-x) = -f(x) • compound function • set of ordered pairs • set of first coordinates • set of second coordinates • represents a straight line on the coordinate plane • number of times an identity function touches the xy plane • a graph is a function if and only if it touches the graph once • ...

Chapter 1 Long Test 2022-09-28

Across

2 functions are inverses of each other if they manifest this property
f(x) = 9
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
parabola
f(-x) = f(x)
a graph is one-to-one if and only if it touches the graph once
set of first coordinates
compound function

Down

𝑓(𝑥)=|𝑥|
set of second coordinates
no two elements in the domain of f correspond to the same element in the range of f
a graph is a function if and only if it touches the graph once
element of the domain corresponds to exactly one element of the range
set of ordered pairs
represents a straight line on the coordinate plane
I(0,0)
f-1
a function which returns the same value, which was used as its argument.
f(-x) = -f(x)
number of times an identity function touches the xy plane

20 Clues: f-1 • I(0,0) • 𝑓(𝑥)=|𝑥| • f(x) = 9 • parabola • f(-x) = f(x) • f(-x) = -f(x) • compound function • set of ordered pairs • set of first coordinates • set of second coordinates • represents a straight line on the coordinate plane • number of times an identity function touches the xy plane • a graph is a function if and only if it touches the graph once • ...

Teka Teki Silang 2023-02-14

Across

∫ x+2 dx?
f(x)=6x^2, turunannya adalah?
f(x) = 10x, turunannya adalah?
f(x) = 2x^3+x^2-13x+a, habis dibagi (x-2) nihai a adalah?
tentukan urethan pertama dari fungai f(x)=(x^2+3x+4)(2x+3)

Down

∫ x^2+2x+1 dx?
f(x)x^2.ax+9, dimana x-1 adalah faktornya. tentukan nilai a
Diketahui sebuah produk minuman diproduksi pada tanggal 15 mei 2013, lama barang kelayakan minuman tersebut adalah 1 tahin 6 bulan 10 hari paling maximal. maka tahun berapakah batas akhir minuman tersebut dapat di konsumsi?
f(x)=x^3-2x^2-4x-3 di bagi (x-3)maka sisanya adalah
x^2-5x?+4 daru p(x)= 2x^4+bx^2+34x-24. tentukan nilai a.b
∫ 2x+4 dx?
lim (x^2 + 2x -1) x=4
∫ 1 dx?
nilai lim (2/x-2 - 8/x^2-4) x-2 adalah?

14 Clues: ∫ 1 dx? • ∫ x+2 dx? • ∫ 2x+4 dx? • ∫ x^2+2x+1 dx? • lim (x^2 + 2x -1) x=4 • f(x)=6x^2, turunannya adalah? • f(x) = 10x, turunannya adalah? • nilai lim (2/x-2 - 8/x^2-4) x-2 adalah? • f(x)=x^3-2x^2-4x-3 di bagi (x-3)maka sisanya adalah • f(x) = 2x^3+x^2-13x+a, habis dibagi (x-2) nihai a adalah? • x^2-5x?+4 daru p(x)= 2x^4+bx^2+34x-24. tentukan nilai a.b • ...

Calculus Crossword 2014-10-16

Across

What is lim(6) as x approaches zero?
What is horizontal asymptote(only the value) of (4x^3-32)/(x^3)?
lim(c)=c as x approaches a is an example of what limit law?
F(x)= x^2 makes what kind of graph?
What is a gap in a function's continuity without a significant change in the y value and another y value at the x value where the hole occurs?
When a curve is concave down, the tangent line lies where on the curve?
What type of discontinuity is a significant change in the y value for a small change in the x value?
What lim(1/(x^6) as x approaches infinity?
At what kind of point does a tangent not exist?
The slope of a tangent line is the same as the ...
What kind of limit is it when limf(x) as x approaches a-?
What is limit(2z+6) as x approaches 5?
F^1(x) is the ...
How many points does a secant line go through on a graph?

Down

f(x)=x^3 is what kind of function?
What type of discontinuity occurs when there is an asymptote?
The average of 2 slopes is the same as the...
F(x)=(x^2-1)/(x-1) is an example of what type of discontinuity?
Rate of change is another way of saying...
What kind of limit is it when limf(x) as x approaches a+?
How many points does a tangent line go through on a graph?
What limit law could be used to simplify this equation: Lim[f(x)+g(x)] as x approaches a?
Average velocities are the slopes of what type of lines?
If f(c)exists, limf(x) as x approaches c exists and if limf(x) as x approaches c equals f(c) then the function is...
Instantaneous velocity is could be found by the slope of the...
lim(1/x) as x approaches zero equals?
When a curve is concave up, the tangent lies where on the curve?

27 Clues: F^1(x) is the ... • f(x)=x^3 is what kind of function? • F(x)= x^2 makes what kind of graph? • What is lim(6) as x approaches zero? • lim(1/x) as x approaches zero equals? • What is limit(2z+6) as x approaches 5? • Rate of change is another way of saying... • What lim(1/(x^6) as x approaches infinity? • The average of 2 slopes is the same as the... • ...

Chapter 1 Long Test 2022-09-28

Across

2 functions are inverses of each other if they manifest this property
f(x) = 9
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
parabola
f(-x) = f(x)
a graph is one-to-one if and only if it touches the graph once
set of first coordinates
compound function

Down

𝑓(𝑥)=|𝑥|
set of second coordinates
no two elements in the domain of f correspond to the same element in the range of f
a graph is a function if and only if it touches the graph once
element of the domain corresponds to exactly one element of the range
set of ordered pairs
represents a straight line on the coordinate plane
I(0,0)
f-1
a function which returns the same value, which was used as its argument.
f(-x) = -f(x)
number of times an identity function touches the xy plane

Chapter 1 Long Test 2022-09-28

Across

2 functions are inverses of each other if they manifest this property
f(x) = 9
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
parabola
f(-x) = f(x)
a graph is one-to-one if and only if it touches the graph once
set of first coordinates
compound function

Down

𝑓(𝑥)=|𝑥|
set of second coordinates
no two elements in the domain of f correspond to the same element in the range of f
a graph is a function if and only if it touches the graph once
element of the domain corresponds to exactly one element of the range
set of ordered pairs
represents a straight line on the coordinate plane
(0,0)
f-1
a function which returns the same value, which was used as its argument.
f(-x) = -f(x)
number of times an identity function touches the xy plane

Chapter 1 Long Test 2022-09-28

Across

2 functions are inverses of each other if they manifest this property
f(x) = 9
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
parabola
f(-x) = f(x)
a graph is one-to-one if and only if it touches the graph once
set of first coordinates
compound function

Down

𝑓(𝑥)=|𝑥|
set of second coordinates
no two elements in the domain of f correspond to the same element in the range of f
a graph is a function if and only if it touches the graph once
element of the domain corresponds to exactly one element of the range
set of ordered pairs
represents a straight line on the coordinate plane
I(0,0)
f-1
a function which returns the same value, which was used as its argument.
f(-x) = -f(x)
number of times an identity function touches the xy plane

Chapter 1 Long Test 2022-09-28

Across

2 functions are inverses of each other if they manifest this property
f(x) = 9
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
parabola
f(-x) = f(x)
a graph is one-to-one if and only if it touches the graph once
set of first coordinates
compound function

Down

𝑓(𝑥)=|𝑥|
set of second coordinates
no two elements in the domain of f correspond to the same element in the range of f
a graph is a function if and only if it touches the graph once
element of the domain corresponds to exactly one element of the range
set of ordered pairs
represents a straight line on the coordinate plane
(0,0)
f-1
a function which returns the same value, which was used as its argument.
f(-x) = -f(x)
number of times an identity function touches the xy plane

Chapter 1 Long Test 2022-09-28

Across

2 functions are inverses of each other if they manifest this property
f(x) = 9
the domain this function is the set of all x such that x in the domain of g and g(x) is in the domain of f.
parabola
f(-x) = f(x)
a graph is one-to-one if and only if it touches the graph once
set of first coordinates
compound function

Down

𝑓(𝑥)=|𝑥|
set of second coordinates
no two elements in the domain of f correspond to the same element in the range of f
a graph is a function if and only if it touches the graph once
element of the domain corresponds to exactly one element of the range
set of ordered pairs
represents a straight line on the coordinate plane
(0,0)
f-1
a function which returns the same value, which was used as its argument.
f(-x) = -f(x)
number of times an identity function touches the xy plane

Turunan Trigonometri 2022-10-17

Across

Y = sin x + 5 cos x, y’ adalah
Turunan dari sin 3x
Tentukan turunan dari f(x) = 2x + cos x
Turunan dari 2 csc x
Turunan dari f(x)= -4 cos x adalah
Jika f(x) = 2 sec 3x, maka f’(x) =

Down

Turunan dari sin 3x2 adalah
Turunan f(x) = 3 cos x
y = 3 sin 3x , y’ adalah
Turunan dari y = cos2 x
Y = sin2x, y’=
Turunan dari 3 sin x – 2 cos x
Dx ( – 2 cos 5x)
Turunan dari y= x- tan x + 3 adalah
Jika f(x) = sin x cos x, maka f’(x) =
f’(x) = sec2x , nilai f(x) adalah

16 Clues: Y = sin2x, y’= • Dx ( – 2 cos 5x) • Turunan dari sin 3x • Turunan dari 2 csc x • Turunan f(x) = 3 cos x • Turunan dari y = cos2 x • y = 3 sin 3x , y’ adalah • Turunan dari sin 3x2 adalah • Y = sin x + 5 cos x, y’ adalah • Turunan dari 3 sin x – 2 cos x • f’(x) = sec2x , nilai f(x) adalah • Turunan dari f(x)= -4 cos x adalah • Jika f(x) = 2 sec 3x, maka f’(x) = • ...

fungsi grafik trigonometri dan identitas trigonometri 2023-06-05

fungsi grafik trigonometri dan identitas trigonometri crossword puzzle

Across

nilai maksimum dari f(x)=1/5 sin (5x-x/6) adalah
nilai minimum yang dapat di capai oleh fungsi f(x) =-2 cos x + 1 adalah...
nilai maksimum dari fungsi y = 2 sin (x+60°)+1 adalah...
nilai maksimum dan nilai dari fungsi y=-3 sin (2x-6x)-5 adalah...
sifat grafik y=Tan x tidak mempunyai nilai...
periode fungsi y=-2 cos 2x adalah...
grafik f(x)=2 cos x memotong sumbu x dititik berkoordinat...
nilai maksimum dri f (x)=cos (8x-x/8)-2/3 adalah...
dalam grafik fungsi sinus,k adalah...

Down

menggambar fungsi grafik trigonometri menggunakan tabel digambar pada bidang...
jarak terjadinya pengulangan/gelombang memiliki periode satu putaran...
nilai minimum dari fungsi 4=-3 cos 2 (x+30°) adalah...
suatu fungsi grafiknya berulang secara terus menerus dalam periode tertentu disebut fungsi...
nilai maksimum dari fungsi y = -2 cos 3/2 x adalah...
nilai minimum dari fungsi f(x)=2sin (x-x\3)+1 adalah...
nilai maksimum dri fungsi y=-2 cos 3/2 adalah...
suatu garis lurus yang akan di dekati oleh kurva namun tidak akan berpotongan antara garis dan kurva tersebut...
diketahui f(x)= cos (2x-30°). nilai yang benar untuk x = 195°
garis x 90° dan x 270° pada grafik fungsi y=Tan x disebut...
rentang pengulangan grafik disebut...

20 Clues: periode fungsi y=-2 cos 2x adalah... • rentang pengulangan grafik disebut... • dalam grafik fungsi sinus,k adalah... • sifat grafik y=Tan x tidak mempunyai nilai... • nilai maksimum dari f(x)=1/5 sin (5x-x/6) adalah • nilai maksimum dri fungsi y=-2 cos 3/2 adalah... • nilai maksimum dri f (x)=cos (8x-x/8)-2/3 adalah... • ...

Cruzada das Funções 2021-05-03

Across

- Função de 1° grau, sendo f: RR, definida como f(x)= ax+b, sendo a e b números reais.
- Função onde o coeficiente a é diferente de zero e maior que um. Notação : f(x)= + ax + b.
– Tem origem na função do 1° grau, sendo f: RR, definida como f(x)= a.x, onde a um número e diferente de zero.
– Função onde f(-x)= f(x), qualquer que seja o valor de x E D(f).
– Nessa função o contradomínio é igual a imagem. Em notação: f: A -> B.
- É um tipo de função que combina duas ou mais variáveis. Notação : fog(x) = f(g(x)) ; gof(x) = g(f(x)).
- Função que a variável está no expoente e cuja base é sempre maior que zero e diferente de um. Exemplo: f(x)= aX
- É chamada também de função do 2° grau e apresenta notação: f(x)= ax^2 + bx +c.
- Função onde f(-x)= - f(x), qualquer que seja o valor de x E D(f).

Down

- é o conjunto lm formado pelos elementos y € B, de forma que exite x € A, tal que o par ordenado (x, y) € f
- O coeficiente a da função do primeiro grau (f(x) = ax +b) é sempre negativo. Notação : f(x)= - ax + b.
- função que apresenta elementos distintos do domínio se tiverem imagens distintas. Ex: f: A→B, tal que f(x) = 3x
- Função com base a, sendo a real, positivo. Exemplo: f(x)= logax
- Os conjuntos apresentam o mesmo número de elementos relacionados.Sendo uma função sobrejetora e injetora ao mesmo tempo.
- Função que associa elementos de um conjunto em módulos, Exemplo: f(x) = |x|

15 Clues: - Função com base a, sendo a real, positivo. Exemplo: f(x)= logax • – Função onde f(-x)= f(x), qualquer que seja o valor de x E D(f). • - Função onde f(-x)= - f(x), qualquer que seja o valor de x E D(f). • – Nessa função o contradomínio é igual a imagem. Em notação: f: A -> B. • - Função que associa elementos de um conjunto em módulos, Exemplo: f(x) = |x| • ...

A Preponderance of Pre-Calculus 2013-05-06

A Preponderance of Pre-Calculus crossword puzzle

Across

Line about which a parabola is symmetric
Set of all Y values
f(x)=f(-x) and the graph is symmetric with respect to the y-axis
(f(x+h)-f(x))/h
The logarithmic function with base 10
Set of all X values

Down

The number a + bi, where a is the real part and bi is called the imaginary part
An arrangement of objects where order matters
f(x) = ln x
Angles that have the same initial and terminal sides
An angle formed by the terminal side of an angle and the x axis
(a+bi) and (a-bi)
A shortcut for long division of polynomials when dividing by divisors of the form x - k.
A subset of a set of n elements in which the order is not important
-f(x)=f(-x)
A circle of radius 1 centered at the origin and given by the equation x^2 + y^2 = 1

16 Clues: f(x) = ln x • -f(x)=f(-x) • (f(x+h)-f(x))/h • (a+bi) and (a-bi) • Set of all Y values • Set of all X values • The logarithmic function with base 10 • Line about which a parabola is symmetric • An arrangement of objects where order matters • Angles that have the same initial and terminal sides • An angle formed by the terminal side of an angle and the x axis • ...

IPA 2023-12-04

Across

Kepanjangan v
Mr. ... Newton
kuat arus
Ilmu tentang obat obatan
F...=-F reaksi
Nama lain Hukum 1 Newton
Satuan gaya SI
Gerak semu dan gerak..
Syarat benda gerak :perpindahan
Kepanjangan R
Kepanjangan s adalah
Beta digunakan untuk menghitung muai
Sigma adalah

Down

Kepanjangan °C
Isi termometer bersifat mahal
gesek benda diam
ilmu tentang gerak benda
titik tetap bawah 273, titik tetap atas 373
Kepanjangan °F
Besar perpindahan setiap satuan waktu
... Lurus beraturan
Nama gesek benda gerak
Kepanjangan F
... =Gaya ÷ akselerasi
panas dingin suatu benda

25 Clues: kuat arus • Sigma adalah • Kepanjangan v • Kepanjangan F • Kepanjangan R • Kepanjangan °C • Mr. ... Newton • Kepanjangan °F • F...=-F reaksi • Satuan gaya SI • gesek benda diam • ... Lurus beraturan • Kepanjangan s adalah • Nama gesek benda gerak • Gerak semu dan gerak.. • ... =Gaya ÷ akselerasi • ilmu tentang gerak benda • Ilmu tentang obat obatan • Nama lain Hukum 1 Newton • panas dingin suatu benda • ...

MTK RUWET 2023-10-03

Across

Tinggi badan Ferdy 168cm dan dia tepat menghadap sebuah bola dengan jarak 10m. Berapakah jarak ujung kepala Ferdy dengan bola?
f(x) = 5x kuadrat + 11x + 2, g(x) = x, tentukan nilai x dari komposisi (f o g)(x) nya!
Tentukan nilai x dari persamaan log 100 = 2x
Jika ²⁵log5²x = 8, maka x =
Diketahui f(x+3/2) = x² + 5x + 5, f(2) =
Diketahui fungsi F(x) = 3x + 1 g(x) = 4x + 1/2 h(x) = 2x + 5 Tentukan nilai dari komposisi fungsi ((f‐¹ o g‐¹) o h)(3) – ⅓!
Nilai logaritma dari 8log32 adalah
Jika f:R -> R dengan f(x) = x+2/4 maka nilai dari f inverst (2) ....
Suatu pabrik mie berbahan dasar tepung memproduksi mie melalui 2 tahap. Tahap pertama dengan menggunakan mesin 1 yang berbahan dasar tepung dan menghasilkan adonan tepung. Selanjutnya tahap kedua menggunakan mesin 2 yang menghasilkan mie. Produksi mesin 1 menghasilkan bahan adonan tepung melalui fungsi f(x) = 5x + 4 dan mesin 2 mengikuti fungsi g(x) = 3x - 5 dengan banyaknya bahan dasar tepung dalam satuan ton. Jika bahan tepung yang tersedia adalah 2 ton, berapa banyak mie yang akan dihasilkan (satuan ton)?

Down

Hasil dari 4 log 8 + 4 log 32 adalah
Diketahui fungsi F(x)= x + 5g(x)= 3x + 4 /2 h(x)= 2x Maka hasil dari komposisi Fungsi (f‐¹ o g o h) (3) adalah
f = {(0,3),(7,0),(1,9),(2,4)} g = {(3,7),(0,1),(4,0),(9,2)} Maka (fog)(0) adalah
Pada pukul 08.00 pagi massa suatu zat radioaktif adalah 0,2 kg. Apabila diketahui laju peluruhan zat radioaktif tersebut 10% setiap jam, sisa zat radioaktif itu pada pukul 14.00 siang dalam gram adalah
Diketahui suatu barisan aritmetika, suku ke-3 = 9, suku ke-6 = 18. R suku ke-n adalah
Tentukan nilai dari suku ke 35 yang ada pada barisan deret aritmatika ini 2,4,6,8,…
Himpunan penyelesaian 25𝑥+2 = 53𝑥−4 adalah
Diketahui fungsi F=(x²+8x-2) g=(x+4) h=(x-2) Maka hasil dari komposisi fungsi (fogoh)(-2) adalah..

17 Clues: Jika ²⁵log5²x = 8, maka x = • Nilai logaritma dari 8log32 adalah • Hasil dari 4 log 8 + 4 log 32 adalah • Diketahui f(x+3/2) = x² + 5x + 5, f(2) = • Himpunan penyelesaian 25𝑥+2 = 53𝑥−4 adalah • Tentukan nilai x dari persamaan log 100 = 2x • Jika f:R -> R dengan f(x) = x+2/4 maka nilai dari f inverst (2) .... • ...

Latin Catiline 10 2018-06-11

Across

-ī, n - chain
= futurum esse
moenium, n.pl. - walls, ramparts
because
-is, f/m - companion, pal
diligentis - careful, attentive
ēgredī, ēgressus sum - to leave
(1) - to entrust
sagacis - shrewd

Down

voluntātis, f. - will, desire
-ere, animadvertī, animadversum - to notice
moris, m - custom
-a, -um - true, justifiable
(1) - to hesitate
-āre, increpuī, increpitum - to rattle
-ere, dēsiī, dēsitum - to cease
-a, -um - worthy
carceris, m. - prison

18 Clues: because • -ī, n - chain • = futurum esse • -a, -um - worthy • (1) - to entrust • sagacis - shrewd • moris, m - custom • (1) - to hesitate • carceris, m. - prison • -is, f/m - companion, pal • -a, -um - true, justifiable • voluntātis, f. - will, desire • diligentis - careful, attentive • -ere, dēsiī, dēsitum - to cease • ēgredī, ēgressus sum - to leave • moenium, n.pl. - walls, ramparts • ...

Psalm 89 2020-09-22

Across

Verse 25 H
Verse 3 C
Verse 17 G
Verse 12 J
Verse 11 F
Verse 23 A
Verse 9 R
Verse 21 S
Verse 2 L
Verse 19 F
Verse 1 F
Verse 13 P
Verse 5 F
Verse 6 L
Verse 22 O
Verse 27 F

Down

Verse 8 M
Verse 15 B
Verse 18 H
Verse 25 G,R,S
Verse 24 F
Verse 16 C
Verse 7 A
Verse 4 E
Verse 20 S
Verse 14 R
Verse 10 SA

27 Clues: Verse 8 M • Verse 3 C • Verse 7 A • Verse 4 E • Verse 9 R • Verse 2 L • Verse 1 F • Verse 5 F • Verse 6 L • Verse 15 B • Verse 18 H • Verse 25 H • Verse 17 G • Verse 12 J • Verse 11 F • Verse 24 F • Verse 16 C • Verse 23 A • Verse 20 S • Verse 21 S • Verse 19 F • Verse 14 R • Verse 13 P • Verse 22 O • Verse 27 F • Verse 10 SA • Verse 25 G,R,S

Getaran dan gelombang (Jesska 8c) 2023-01-30

Getaran dan gelombang (Jesska 8c) crossword puzzle

Across

waktu untuk 1 gelombang.
gelombang bergerak yang osilasinya tegak lurus terhadap arah gelombang atau jalur rambat.
sebuah gelombang yang dalam perambatannya memerlukan medium.
rumus getaran .
getaran yang merambat melalui medium, berupa zat padat, cair, dan gas.
jumlah getaran dalam 1 detik.
jarak titik seimbang sampai puncak atau dasar gelombang.
nama lain dari longitudinal.
suatu gerak bolak-balik di sekitar kesetimbangan.

Down

Jarak Terjauh dalam Gelombang.
getaran yang merambat.
Rumus frekuensi getaran amplitudo.
bunyi benda yg bergetar dan menghasilkan bunyi.
Rumus hubungan antara frekuensi dan periode.
adalah interval nada dari nada satu.
salah satu jenis gelombang berdasarkan arah getar dan rambatnya.

16 Clues: rumus getaran . • getaran yang merambat. • waktu untuk 1 gelombang. • nama lain dari longitudinal. • jumlah getaran dalam 1 detik. • Jarak Terjauh dalam Gelombang. • Rumus frekuensi getaran amplitudo. • adalah interval nada dari nada satu. • Rumus hubungan antara frekuensi dan periode. • bunyi benda yg bergetar dan menghasilkan bunyi. • ...

Кросворд СЛА 2022-06-15

Across

відображення, яке є одночасно сюр'єктивним та ін'єктивним.
Інша назва Гільбертового простору
Ненульовий вектор для якого виконується співвідношення Av=\lambda*v
множина чисел, що характеризує лінійний оператор.
множина векторів, які не утворюють тривіальних лінійних комбінацій рівних нулю (ЯКІ?)
називається множина всіх елементів виду x∈X, для яких f(x)={0}.
Інʼєктивний гомоморфізм
Матриця з компплексними елементами
Бієктивний гомоморфізм, який є одночасно ін‘єктивним і сюр‘єктивним
Відображення PL Гільбертового простору H на його підпростір L таке, що є ортогональним
множина всіх елементів виду f(x)∈Y

Down

співвідношення між елементами двох множин, в якому двом різним елементам першої множини (області визначення) ніколи не співставляється один і той самий елемент другої множини
це правило, яке кожному елементу з першої множини — області визначення ставить у відповідність елемент з іншої множини
Ізоморфізм на самого себе
Інша назва лінійного відображення (Лінійний...)
Гомоморфізм в себе
Матриця скалярних добутків векторів (матриця...)
множина всіх елементів виду f-1(y)∈X, де f-1(y) = {x∈X| f(x)=у}.
відображення на
алгебраїчна структура, для якої визначено дві пари бінарних операцій

20 Clues: відображення на • Гомоморфізм в себе • Інʼєктивний гомоморфізм • Ізоморфізм на самого себе • Інша назва Гільбертового простору • Матриця з компплексними елементами • множина всіх елементів виду f(x)∈Y • Інша назва лінійного відображення (Лінійний...) • Матриця скалярних добутків векторів (матриця...) • множина чисел, що характеризує лінійний оператор. • ...

AP Calculus Vocab Word Review Topics Crossword 2022-06-02

AP Calculus Vocab Word Review Topics Crossword crossword puzzle

Across

A type of differentiation with dy/dx when differentiating the y-variable
If a function is continuous on a closed interval [a,b], then the function must have a maximum or minimum on the interval
lim h→0 (f(x+h)-f(x))/h
sin(x)/cos(x)
f’(g(x))g’(x)
A line to which a curve of a function approaches infinity or a specific point of discontinuity
visual representation of a differential equation
instantaneous rate of change of a function
d/dt(position)
∫vdt from 0 to t
when a sequence or function is approaching a finite number
f’(x) goes from - to +
the derivative of -cosine(x)
d/dt(velocity)
instantaneous rate of change of the function at a point
when f’(x)=0 or undefined
the typical shape of a quadratic function
converages if p>1 or diverages if p≤1
In calculus, this word can define a limit with no definite value
arrangement of numbers in a specific order
inverse to an exponential function
this is also known as “summation notation”
The region between two circles (shaped like a ring)
This is known as a continuous part of a function where the derivative at that point does not exist.

Down

A Taylor series about x=0
where concavity changes
f’’(x)<0
∫√1+(dy/dx)²dx
(g(x)f’(x)-f’(x)g(x))/[g(x)]^2
A unit of measure in calculus used for circles, and polar equations
(dx/dt, dy/dt)
a basic mathematic word used to indicate the path of a continuously moving point
if at any point a function fails to be continuous
f'(c)=f(b)-f(a)/b-a
sum of numbers in a sequence
the method of finding the derivative of a function
value that a function approaches
a function that can be drawn without picking up a pencil
the study of rates of changes, functions, limits, differentiation, and integration
derivative of Sin(x)
A line passing through two points on a curve
the antiderivative of sec(x)tan(x)
area under the curve
True mathematical statement
f’’(x)>0
f(x)g’(x)+f’(x)g(x)
when a sequence or function does not approach a finite number
approximation of an integral by a finite sum
f’(x) goes from + to -
This can be written as “n!”

50 Clues: f’’(x)<0 • f’’(x)>0 • sin(x)/cos(x) • f’(g(x))g’(x) • ∫√1+(dy/dx)²dx • (dx/dt, dy/dt) • d/dt(position) • d/dt(velocity) • ∫vdt from 0 to t • f'(c)=f(b)-f(a)/b-a • f(x)g’(x)+f’(x)g(x) • derivative of Sin(x) • area under the curve • f’(x) goes from - to + • f’(x) goes from + to - • where concavity changes • lim h→0 (f(x+h)-f(x))/h • A Taylor series about x=0 • when f’(x)=0 or undefined • ...

ΕΡΓΑΣΙΑ 1Η 2022-04-23

Across

4(2)EPEC
2
4(3)EHEC
7(2)
7(3)
5(i)
2(Ο)
7(4)

Down

3(1)
2(Η)
5(ii)
2(F)
4(1)ETEC
1
6(1)
3(2)
2(K)

17 Clues: 2 • 1 • 3(1) • 2(Η) • 2(F) • 7(2) • 7(3) • 6(1) • 5(i) • 3(2) • 2(K) • 2(Ο) • 7(4) • 5(ii) • 4(2)EPEC • 4(1)ETEC • 4(3)EHEC

mathfinal project 2021-05-12

Across

A point where the second derivative = 0
An integral with upper and lower bounds
series a series with the form (-1)^n * a_n
When a discontinuity “jumps” from one value to another
A differentiable function is always _________.
A method that uses the tangent line at x and y to approximate y using intervals of x
A method for finding the area of a solid rotate about an axis
A discontinuity which limits from both sides are the same.
The maximum error for a Taylor Polynomial approximating a function
Values of a function f(x) where f’(x) changes sign
An integral with either bound being an infinite number
A test that is very helpful in determining the radius of convergence of a series
Usually denoted by <x(t),y(t)>

Down

A Riemann sum that uses the right endpoint of an interval to approximate the area under a function
The highest value of a function on a given interval.
A taylor series centered at x=0
A series with the form (1/x)^n
A series with the form 1/n^p
A series denoted by a_n * (x-c)^n
A Riemann sum that uses the average of the endpoints of an interval to approximate the area under a function
A Riemann sum that uses the left endpoint of an interval to approximate the area under a function
The change of x with respect to t
Values of a function f(x) where f’(x) = 0
A theorem that states if f(g)=f(h) and is continuous, then there will be x on the interval (g,h) for which f’(x) = 0
A series that does not converge to a finite value

25 Clues: A series with the form 1/n^p • A series with the form (1/x)^n • Usually denoted by <x(t),y(t)> • A taylor series centered at x=0 • A series denoted by a_n * (x-c)^n • The change of x with respect to t • A point where the second derivative = 0 • An integral with upper and lower bounds • Values of a function f(x) where f’(x) = 0 • series a series with the form (-1)^n * a_n • ...

ΕΡΓΑΣΙΑ 1Η 2022-04-23

Across

2(Η)
2(Ο)
4(3)EHEC
2
4(1)ETEC
2(F)
7(2)
5(ii)

Down

6(1)
7(4)
5(i)
1
3(1)
4(2)EPEC
3(2)
7(3)
2(K)

17 Clues: 1 • 2 • 2(Η) • 6(1) • 7(4) • 2(Ο) • 5(i) • 3(1) • 3(2) • 7(3) • 2(F) • 2(K) • 7(2) • 5(ii) • 4(2)EPEC • 4(3)EHEC • 4(1)ETEC

Writing Linear Equations Crossword Puzzle 2021-01-28

Writing Linear Equations Crossword Puzzle crossword puzzle

Across

Question Q
Question J
Question L
Question R
Question B
Question G
Question M
Question A
Question C
Question P

Down

Question I
Question N
Question H
Question D
Question E
Question F
Question K
Question O
Question S
Question T

20 Clues: Question I • Question N • Question Q • Question H • Question J • Question L • Question D • Question R • Question E • Question F • Question B • Question K • Question G • Question O • Question M • Question S • Question A • Question T • Question C • Question P

Turunan Trigonometri 2022-10-17

Across

Turunan f(x) = 3 cos x
Jika f(x) = 2 sec 3x, maka f’(x) =
Y = sin^2x, y’=
Y = sin x + 5 cos x, y’ adalah
Turunan dari f(x)= 4 sin x adalah
Jika f(x) = sin x cos x, maka f’(x) =

Down

Dx (3 sin x – 2 cos x)
f’(x) = sec2x , nilai f(x) adalah
Turunan dari y = cox2 x
Tentukan turunan dari f(x) = 2x + cos x
Turunan dari sin 3x2 adalah
Turunan dari 2 csc x
Turunan dari sin 3x
Turunan dari 3 sin x – 2 cos x
Turunan dari y= x- tan x + 3 adalah
y = 3 sin 3x , y’ adalah

16 Clues: Y = sin^2x, y’= • Turunan dari sin 3x • Turunan dari 2 csc x • Dx (3 sin x – 2 cos x) • Turunan f(x) = 3 cos x • Turunan dari y = cox2 x • y = 3 sin 3x , y’ adalah • Turunan dari sin 3x2 adalah • Turunan dari 3 sin x – 2 cos x • Y = sin x + 5 cos x, y’ adalah • f’(x) = sec2x , nilai f(x) adalah • Turunan dari f(x)= 4 sin x adalah • Jika f(x) = 2 sec 3x, maka f’(x) = • ...

Chase Barsi - Algebra 2 Puzzle 2021-02-19

Chase Barsi - Algebra 2 Puzzle crossword puzzle

Across

f(x)+k
logarithm that uses base 10
0<b<1
f(x-h)
af(x)
b>1

Down

the number a root of a polynomial if and only if (x-a) is a factor
symmetric about the y-axis
simplest function in the family of functions
a function in the form y=ab^x where x is a real number, a=0,b>0,b=1
logarithm that uses base e
f(1/b*x)
the graph of a quadratic function is a U-shaped curve
rewriting the expression as the product of its factors
a quantity representing the power to which a fixed number must be raised to produce a given number

15 Clues: b>1 • 0<b<1 • af(x) • f(x)+k • f(x-h) • f(1/b*x) • symmetric about the y-axis • logarithm that uses base e • logarithm that uses base 10 • simplest function in the family of functions • the graph of a quadratic function is a U-shaped curve • rewriting the expression as the product of its factors • the number a root of a polynomial if and only if (x-a) is a factor • ...

Writing Linear Equations Crossword Puzzle 2021-01-28

Across

Question Q
Question J
Question L
Question R
Question B
Question G
Question M
Question A
Question C
Question P

Down

Question I
Question N
Question H
Question D
Question E
Question F
Question K
Question O
Question S
Question T

Unit 1: functions review 2022-12-13

Unit 1: functions review crossword puzzle

Across

the set of all input values (x-axis)
highest output value in the entire domain
the set of all output values (y-axis)
example of this function: f(x)= (x-1)^3
y=f(cx) c>1, the graph is horizontally *blank*
where a line crosses the y-axis
another name for max/min points of a graph
lowest output value over an entire domain
shifts/changes in the graph

Down

example: f(x)=x^2
where a line crosses the x-axis
functions belonging to the same family
y=f(x+c), the graph is shifted to the *blank*
what the functions are doing at the extremes
example: f(x)=3

15 Clues: example: f(x)=3 • example: f(x)=x^2 • shifts/changes in the graph • where a line crosses the x-axis • where a line crosses the y-axis • the set of all input values (x-axis) • the set of all output values (y-axis) • functions belonging to the same family • example of this function: f(x)= (x-1)^3 • highest output value in the entire domain • ...

Musik C-niveau 2023-03-22

Across

formtypen i "She loves you"
Når der er tre ottendedelsnoder på to ottendedels plads
afstanden fra c og op til nærmeste f
formtypen i "Dejlig er den himmelblå"
lille terts + lille terts
F#-mol og A-dur er
den lille syver, man sætter på en treklang

Down

Instrumentet, der ligner et klaver, men knipser i stedet for at hamre
din bedste ven i musik
1 ½ 1 1 ½ 1 1
halvtonetrin i en oktav
D7
stor terts + lille terts
Guitarens seks strenge

14 Clues: D7 • 1 ½ 1 1 ½ 1 1 • F#-mol og A-dur er • din bedste ven i musik • Guitarens seks strenge • halvtonetrin i en oktav • stor terts + lille terts • lille terts + lille terts • formtypen i "She loves you" • afstanden fra c og op til nærmeste f • formtypen i "Dejlig er den himmelblå" • den lille syver, man sætter på en treklang • Når der er tre ottendedelsnoder på to ottendedels plads • ...

Sequences 2023-06-06

Across

what's the f(1) (1st term) in this sequence 7,14,21,28
recursive formula
formula for finding any term in a geometric sequence
name of sequence where the difference between #'s is the same
the d in the formula stands for
the process of adding things together in math

Down

adding all the terms in a geometric series
formula for finding any term in an arithmetic sequence
explicit formula
name of sequence with a common ratio between #'s
what's the difference of these #'s? 4,7,10,13
when you add terms from a sequence it's called a

12 Clues: explicit formula • recursive formula • the d in the formula stands for • adding all the terms in a geometric series • what's the difference of these #'s? 4,7,10,13 • the process of adding things together in math • name of sequence with a common ratio between #'s • when you add terms from a sequence it's called a • formula for finding any term in a geometric sequence • ...

Differentialregning 2023-02-22

Across

Hvis grafen er aftagende, så er f'(x)...
Hvordan udtales "Δy"?
En linje, der rører grafen i to punkter.
Hvad er tangentenshældning, når det vides, at f'(1)=3
"en ___ ganget på lader vi stå"
Betegnes med bogstavet h i tretrinsreglen.
En linje, der rører grafen i netop ét punkt.
Hvad er den afledte af en konstant?
... angiver væksthastigheden eller hældningen for tangenten.
Hvad er f(x), hvis f'(x) er positiv

Down

Betegnes med Δy i tretrinsreglen.
I 3. trin i tretrinsreglen skal man finde...
Hvis man differentierer sinus får man...
De steder, hvor f'(x)=0 kalder vi for...
y=f'(x0)(x-x0)+f(x0)
En linje, der viser de steder, hvor f'(x)=0, samt hvornår f er voksende og aftagende.
Hvad kalder man også en differentieret funktion?

17 Clues: y=f'(x0)(x-x0)+f(x0) • Hvordan udtales "Δy"? • "en ___ ganget på lader vi stå" • Betegnes med Δy i tretrinsreglen. • Hvad er den afledte af en konstant? • Hvad er f(x), hvis f'(x) er positiv • Hvis grafen er aftagende, så er f'(x)... • Hvis man differentierer sinus får man... • De steder, hvor f'(x)=0 kalder vi for... • En linje, der rører grafen i to punkter. • ...

TRIGONOMETRI GRAFIK FUNGSI 2023-06-04

TRIGONOMETRI GRAFIK FUNGSI crossword puzzle

Across

Nilai maksimum dari fungsi trigonometri f(x) = 1/5 sin (5x - x/6) adalah....
Jarak terjadinya pengulangan atau gelombang memiliki satu periode putaran disebut....
Dalam grafik fungsi sinus, k = adalah....
Nilai minimum dari fungsi y = -2 cos 3/2 x adalah....
y = - x² + 4x + 3
Simpangan terjauh titik fungsi trigonometri terhadap garis - garis horizontal (x) adalah....
Nilai maksimum dari fungsi y = 2 sin (x+60°) + 1 adalah....

Down

Nilai minimum yang dapat dicapai oleh grafik f(x) : -2 cos x+1 adalah....
Nilai minimum dari fungsi f(x) :2 sin (x- x/3) +1 adalah....
Grafik fungsi trigonometri dapat digambarkan dengan dua cara yaitu menggunakan tabel dan menggunakan lingkaran....
Rentang pengulangan bentuk grafik disebut. ...
Nilai maksimum dari fungsi trigonometri f(x) = cos (8x - x/8) - 2/3 adalah....
Nilai Minimum dari fungsi trigonometri y= 5 sin² x + 3 cos²x adalah....
Nilai maksimum dari f(x) = 12 cosx - 5 sin x+3 adalah....
f(x) :√2 cos 3x+1.Jika nilai maksimum dan minimum f(x) berturut-turut p dan q,maka nilai p²+q² adalah adalah....
Suatu fungsi yang grafiknya berulang secara terus menerus dalam periode tertentu disebutdisebut fungsi....
garis x = 90° dan x = 270° pada grafik fungsi y = tan x adalah....

17 Clues: y = - x² + 4x + 3 • Dalam grafik fungsi sinus, k = adalah.... • Rentang pengulangan bentuk grafik disebut. ... • Nilai minimum dari fungsi y = -2 cos 3/2 x adalah.... • Nilai maksimum dari f(x) = 12 cosx - 5 sin x+3 adalah.... • Nilai maksimum dari fungsi y = 2 sin (x+60°) + 1 adalah.... • Nilai minimum dari fungsi f(x) :2 sin (x- x/3) +1 adalah.... • ...

calculus 2022-05-10

Across

the rule used to find the derivative of f(g(x))
used to find the integral when the other rules are too complicated
up the ladder
ln(1)
sin(pi/2)
when the y coordinate of two functions are the same
found by using the second derivative test
found by using the first derivative test
the rule used to find the derivative of f(x)g(x)
the inventor of Maagmatics
do the integral

Down

the value as x approaches a
the shape that is a more accurate estimate of an integral than a rectangle
f(x)
the rule that says lim as x -> a of f(x)/g(x) = the lim of f'(x)/g'(x)
method used to find the volume of a function rotated around a line with no gap
method used to find the volume of a function rotated around a line with a gap
the rule used to find the derivative of f(x)/g(x)
do the derivative
the shape created by rotating a triangle around the y axis
the shape created by rotating a rectangle around the y-axis
the rule that says the derivative of x^n is nx^(n-1)
the line that f(x) approaches but never touches
down the ladder

24 Clues: f(x) • ln(1) • sin(pi/2) • up the ladder • down the ladder • do the integral • do the derivative • the inventor of Maagmatics • the value as x approaches a • found by using the first derivative test • found by using the second derivative test • the rule used to find the derivative of f(g(x)) • the line that f(x) approaches but never touches • ...

A felvilágosodás 2020-02-21

Across

...remete = Kazinczy F.
Kazinczy F. egyik leghíresebb epigrammája
Kazinczy F. felesége
az első folyóirat ebben a városban jelent meg
János A franciaországi változásokra szerzője
szatíragyűjtemény

Down

A felvilágosodás egyik bölcsője (ország)
A Nagy Francia Enciklopédia egyik szerkesztője
a felvilágosodás középpontjában "áll"
A magyar jakobinusok vezére (vezetéknév)
A Felelet a Mondolatra egyik szerzője
Itt raboskodott Kazinczy
nyelvújítók más szóval
olyan műfaj, mely felnagyítva ábrázol 1-1 emberi hibát

14 Clues: szatíragyűjtemény • Kazinczy F. felesége • nyelvújítók más szóval • ...remete = Kazinczy F. • Itt raboskodott Kazinczy • a felvilágosodás középpontjában "áll" • A Felelet a Mondolatra egyik szerzője • A felvilágosodás egyik bölcsője (ország) • A magyar jakobinusok vezére (vezetéknév) • Kazinczy F. egyik leghíresebb epigrammája • az első folyóirat ebben a városban jelent meg • ...

Chapter 1 Vocabulary 2014-08-19

Across

All domain values match up to exactly one range value.
y-y1=m(x-x1)
Graph that is symmetric to the origin.
"y" increases as "x" increases
f^-1
y=mx+b
Graph that is symmetric to the y-axis.
Lines that have the same slope.
Collection of ordered pairs.
f(g(x))
Correlation coefficient
No two elements in the domain of f correspond to the same element in the range of f.

Down

Set of inputs.
f(x)
Set of outputs.
Lines that have negative reciprocal slopes.
Graph resembles a set of stairsteps.
"y" decreases as "x" increases
Change in "y" over the change in "x".
Transformation that mirrors a graph across an axis.

20 Clues: f(x) • f^-1 • y=mx+b • f(g(x)) • y-y1=m(x-x1) • Set of inputs. • Set of outputs. • Correlation coefficient • Collection of ordered pairs. • "y" increases as "x" increases • "y" decreases as "x" increases • Lines that have the same slope. • Graph resembles a set of stairsteps. • Change in "y" over the change in "x". • Graph that is symmetric to the origin. • ...

German Willkommen 1 Lektion 1 2019-12-19

German Willkommen 1 Lektion 1 crossword puzzle

Across

class(f)
to read
one, impersonal pronoun
from town or country
policeman(m)
now
cardinal number(f)
answer(f)
to be called
people(f)
lady(f)
driver(m)
five, 5
mobile number(f)
four, 4
e-mail address(f)
exerice(n)
you formal
name(m)
to find
seven, 7
evening(m)
to spell
to drink
part(m)
day(m)
alphabet(n)
to repeat
to listen, to hear
telephone number(f)
or
but
three, 3
example(n)
morning(m)
night(m)
youth(m)

Down

to say
once
word (n)
you informal
business/visiting card(f)
eight, 8
Federal football league(f)
to write
I
to live
two, 2
bye
and
six, 6
ten, 10
to come
company names
to question
radio(n)
greetings
hello
place of residence(m)
to excuse
accident(m)
zero, 0
competition
to be missing
please
Mr(m)
TV set(m)
place of birth(m)
in
page(f)
one, 1
woman, Mrs(f)
nine, 9

73 Clues: I • or • in • now • bye • and • but • once • hello • Mr(m) • to say • two, 2 • six, 6 • please • day(m) • one, 1 • to read • to live • ten, 10 • to come • lady(f) • five, 5 • four, 4 • name(m) • to find • zero, 0 • part(m) • page(f) • nine, 9 • class(f) • word (n) • eight, 8 • to write • radio(n) • seven, 7 • to spell • to drink • three, 3 • night(m) • youth(m) • answer(f) • people(f) • driver(m) • greetings • to excuse • TV set(m) • to repeat • exerice(n) • you formal • evening(m) • example(n) • ...

Planes 2022-11-28

Across

tail gunner
torpedo
fighting falcon
whistle
city in nz
doolittle
cat
111 allrounder
a wild horse
ground strafer
air force one
fastest bomber
night fighter

Down

latest navy fighter
famous ww2 raf fighter
revolutionary
bomber attacker
blenheim raf slow bomber
flying coffin
spy
raf bomber
flying fortress
turbo
just retired
cannons

25 Clues: spy • cat • turbo • torpedo • whistle • cannons • doolittle • city in nz • raf bomber • tail gunner • just retired • a wild horse • revolutionary • flying coffin • air force one • night fighter • ground strafer • fastest bomber • bomber attacker • fighting falcon • flying fortress • 111 allrounder • latest navy fighter • famous ww2 raf fighter • blenheim raf slow bomber

topic 6 algebra crossword Lydia and Yatzira 2024-04-30

Across

goes down or up by same number every time
when n=365
what the b value represents
f(x)=a(1+r)^x
when n=12
the line that a function gets closer and closer but never touches
common ratio
when n=4
when n=2

Down

when n=1
goes down or up by a percentage form
f(x)=a(1-r)^x
common difference
y>0
what the a value represents
all real numbers

16 Clues: y>0 • when n=1 • when n=4 • when n=2 • when n=12 • when n=365 • common ratio • f(x)=a(1-r)^x • f(x)=a(1+r)^x • all real numbers • common difference • what the b value represents • what the a value represents • goes down or up by a percentage form • goes down or up by same number every time • the line that a function gets closer and closer but never touches

BC 2023-01-25

Across

e
if f is continuous and diferentiable and f(a)=f(b), then f’(x) = 0 for some value between a and b
(uv'-vu')/v²
y=cot(x), y’=
minimum on a closed interval
integral of 1/udu
[f(a+h)-f(a)]/h
dydx of num. & denom. separately, eval lim
f’’(x) < 0
∫cos x dx
graph of the solution to a differential eq.
dy/dx of e^x
integral of velocity equation
kP(L-P)
uv' + vu'
use tan line to approx. vals of the func.
integral of cot(u)du’
4 f is continuous,there is a # c in (a,b),f(c)=N
-sin(x)
dy/dx of a^x
Points that intersect a graph at a single .
point where f’’(x) changes signs
ln(x)
F(x)
integral of sec(u)du

Down

dy = f(x)dx
y=tan(x), y’=
circle with a radius of one
maximum on a closed interval
uv - ∫ v du
point where a function is not continuous(Jump, Infinite, Removable)
longest side of a right triangle
mean value theorem
f '(g(x)) g'(x)
y = Ce^(kt)
Average Rate of Change
derivative of velocity equation
replacing parts of an integral with u & du
f’(x) = 0 & f’’(x) > 0
0
dy/dx
∫ f(x) dx on interval a to b = F(b) - F(a)
derivative of position equation
sin(x)/cos(x)
lna+lnb
dy/dx x^2
f’(x) = 0
f’(x) = 0 & f’’(x) < 0
lna-lnb
f’’(x) > 0

50 Clues: e • 0 • F(x) • dy/dx • ln(x) • kP(L-P) • lna+lnb • -sin(x) • lna-lnb • ∫cos x dx • uv' + vu' • dy/dx x^2 • f’(x) = 0 • f’’(x) < 0 • f’’(x) > 0 • dy = f(x)dx • uv - ∫ v du • y = Ce^(kt) • (uv'-vu')/v² • dy/dx of e^x • dy/dx of a^x • y=tan(x), y’= • y=cot(x), y’= • sin(x)/cos(x) • [f(a+h)-f(a)]/h • f '(g(x)) g'(x) • integral of 1/udu • mean value theorem • integral of sec(u)du • integral of cot(u)du’ • Average Rate of Change • ...

STATISTICS AND PROBABILITY SYMBOLS 2021-09-07

STATISTICS AND PROBABILITY SYMBOLS crossword puzzle

Across

example P(A) = 0.5
example E(X | Y=2) = 5
μ
f (k) = p(1-p) k
gamma(c, λ)

Down

std(X)
U(a,b)
f (x)
corr(X,Y)
MR
Bern(p)
Q1
example E(X) = 10
∑
F (k1, k2)

15 Clues: μ • ∑ • MR • Q1 • f (x) • std(X) • U(a,b) • Bern(p) • corr(X,Y) • F (k1, k2) • gamma(c, λ) • example E(X) = 10 • f (k) = p(1-p) k • example P(A) = 0.5 • example E(X | Y=2) = 5

Maths PT 2022-09-16

Across

5x^2y . x^3y^2
b+x2, where b=-2 and x=p+1
2(a-3)+4b-2(a-b-3)+5
7.x.y
5(4x-3)=11
-x-1=221+2x
17x-12=114+3x
5^x=1/27
(4x-2x^3)+(5x6^3-4x+5)
−f+2+4f=8−3f
x+1=9
(3x–1)(x+5)
25=46-3x
y=2(x+2)-10
X²-4x-x+3
(x-7)^2
2x-4y=9
Ab+bc+ac

Down

5x2+15x3
4xyz-7xy+2xz-xyz
2x+3=x+15
(3x^6y^2)^2
-10x-19=19-8x
9x+2=4x+12
-8x+4=-26x+1
5x-5y=7
12x²-3x²+2x²
5(2x-1)=16x
5x-5y=7
x4+7x3+12x2

30 Clues: 7.x.y • x+1=9 • 5x-5y=7 • 5x-5y=7 • (x-7)^2 • 2x-4y=9 • 5x2+15x3 • 5^x=1/27 • 25=46-3x • Ab+bc+ac • 2x+3=x+15 • X²-4x-x+3 • 5(4x-3)=11 • 9x+2=4x+12 • (3x^6y^2)^2 • -x-1=221+2x • (3x–1)(x+5) • 5(2x-1)=16x • y=2(x+2)-10 • x4+7x3+12x2 • -8x+4=-26x+1 • −f+2+4f=8−3f • 12x²-3x²+2x² • 17x-12=114+3x • -10x-19=19-8x • 5x^2y . x^3y^2 • 4xyz-7xy+2xz-xyz • 2(a-3)+4b-2(a-b-3)+5 • (4x-2x^3)+(5x6^3-4x+5) • b+x2, where b=-2 and x=p+1

tts matematika peminatan 2022-11-24

tts matematika peminatan crossword puzzle

Across

tentukan u'(x) dari f(x) = sin3 x
tentukan persamaan garis singgung kurva y= 2 cos x = sin x di titik x = 0 derajat adalah
Jika f(x) = x=(sin⁡x±cos⁡x)/sin⁡x sin x tidak sama dengan 0 dan f’ adalah
sin dari 150 derajat
tan dari 60 derajat
nilai maksimum dari fungsi y= x3-27x + 10
cosec dari 45 adalah
bentuk lain dari 1-2 sin2 x
f maka f’(π/2)
jika f(x) = x maka f' (x) =
turunan dari -cosx

Down

kebalikan dari sinus
sin dari 135 derajat
nilai sin 180
diketahui sebuah fungsi x2-6x hitunglah titik stasioner dan nilai stasionernya
titik suatu fungsi yang tidak naik maupun tidak turun disebut titik
nilai dari cos 60
tentukan nilai maks dan min bentuk y =3 cos x + 4 sin x a= 3 b=4
tentukan nilai stasioner dan titik stasioner dari fungsi f(x) = x2 - 4x
minimum dari fungsi y = √3 cos x - sin x adalah
pengukuran terhadap bagaimana fungsi berubah seiring perubahan nilai input disebut
Jika f (x) = a tan x + bx dan f ‘ (π/4) =3, f’(π/3) = 9 maka (a+b)

22 Clues: nilai sin 180 • f maka f’(π/2) • nilai dari cos 60 • turunan dari -cosx • tan dari 60 derajat • kebalikan dari sinus • sin dari 135 derajat • sin dari 150 derajat • cosec dari 45 adalah • bentuk lain dari 1-2 sin2 x • jika f(x) = x maka f' (x) = • tentukan u'(x) dari f(x) = sin3 x • nilai maksimum dari fungsi y= x3-27x + 10 • minimum dari fungsi y = √3 cos x - sin x adalah • ...

math 2021-11-01

Across

(f∘g)(x) = f(g(x))
g/h
y(x)=4
g-h
4x+9y=1
9x^2 + 4y^2 = 36
in (x-h)^2=4p(y-k), its (h,k+p)
perpendicular to the axis of symmetry of a parabola.
y = ax^2 + bx + c
(x,y)
x^2 + y^2 − 4x + 2y − 3 = 0

Down

its the r in x^2 + y^2 = r^2
9y^2 - 4x^2 = 144
(x - h)^2 = 4p(y - k)
g+h
x^2=4py
f(x)
(h,K)
a function built from pieces of different functions over different intervals
f*g

20 Clues: g+h • g/h • g-h • f*g • f(x) • (h,K) • (x,y) • y(x)=4 • x^2=4py • 4x+9y=1 • 9x^2 + 4y^2 = 36 • y = ax^2 + bx + c • 9y^2 - 4x^2 = 144 • (f∘g)(x) = f(g(x)) • (x - h)^2 = 4p(y - k) • x^2 + y^2 − 4x + 2y − 3 = 0 • its the r in x^2 + y^2 = r^2 • in (x-h)^2=4p(y-k), its (h,k+p) • perpendicular to the axis of symmetry of a parabola. • a function built from pieces of different functions over different intervals

unit 2 2021-04-09

Across

shape of heart
integral 0 to 1 x to the power m-1 and (1-x) to (n-1) dx
loops on both the axes
integral 0 to infinite e to power -x and x to the power n-1 dx
curve ellipse
half of sphere
revolution of the ellipse about the major axis

Down

shape of round
shape of ball
shape of kite
half oval shape
revolution of the ellipse about the minor axis
in terms of r and theta
f is unbounded integral a to b f(x) dx
in terms of x and y

15 Clues: shape of ball • shape of kite • curve ellipse • shape of round • shape of heart • half of sphere • half oval shape • in terms of x and y • loops on both the axes • in terms of r and theta • f is unbounded integral a to b f(x) dx • revolution of the ellipse about the minor axis • revolution of the ellipse about the major axis • integral 0 to 1 x to the power m-1 and (1-x) to (n-1) dx • ...

Calculus 2022-05-19

Across

If a series does not have a limit, or the limit is infinity, then the series is
∫f'(x)dx=f(b)-f(a)
dP/dt=kP(1-P/L)
a numerical value equal to the area under the graph of a function for some interval
the rate of change of a function with respect to a variable
any point at which the value of a function is largest (a maximum) or smallest (a minimum
If a series has a limit, and the limit exists, the series
a visual representation of a differential equation
when f"(x)>0
an equation that does not define a function yet can be solved for a y in terms of x
a first-order numerical procedure for solving ordinary differential equations with a given initial value
a quantity that has both magnitude and direction

Down

when f"(x)=0 of f"(x)=undefined and changes sign
π∫(outer radius)^2-(inner radius)^2 dx
(r,θ)
lim𝑥→𝑐𝑓(𝑥)/𝑔(𝑥)=lim𝑥→𝑐𝑓′(𝑥)/𝑔′(𝑥)
if a function f is continuous on the closed interval [a,b] and differentiable on the open interval (a,b), then there exists a point c in the interval (a,b) such that f'(c) is equal to the function's average rate of change over [a,b]
a + ar + ar2 + ar3 + ...
If an≤bn and if ∑bn is convergent then so is ∑an and if ∑an is divergent then so is ∑bn
If y=f(x)g(x), then y'=g(x)f'(x) + f(x)g'(x)
∫√1+[𝑓′(𝑥)]^2𝑑𝑥.
If y=u(x)/v(x), then y'=[v(x)u'(x)-u(x)v'(x)]/[v(x)]^2
gives an interval of how great the error of the series will be
a type of discontinuity of functions that occurs at a point where the graph of a function has a hole in it
If y = f(g(x)), then y' = f'(g(x))*g'(x)

25 Clues: (r,θ) • when f"(x)>0 • dP/dt=kP(1-P/L) • ∫√1+[𝑓′(𝑥)]^2𝑑𝑥. • ∫f'(x)dx=f(b)-f(a) • a + ar + ar2 + ar3 + ... • lim𝑥→𝑐𝑓(𝑥)/𝑔(𝑥)=lim𝑥→𝑐𝑓′(𝑥)/𝑔′(𝑥) • π∫(outer radius)^2-(inner radius)^2 dx • If y = f(g(x)), then y' = f'(g(x))*g'(x) • If y=f(x)g(x), then y'=g(x)f'(x) + f(x)g'(x) • when f"(x)=0 of f"(x)=undefined and changes sign • a quantity that has both magnitude and direction • ...

Eerstegraadsfuncties 2013-01-29

Across

rechtevenredig ...
alle originelen die een functiewaarde geven
f(x)=-3x-2 is een ...
zo verloopt de rechte als de richtingscoëfficiënt negatief is
richtingscoëfficiënt
een verband tussen de variabelen x en y waarbij voor elke x-waarde hoogstens 1 y-waarde berekend kan worden
op de x-as
de grafiek bij omgekeerd evenredige grootheden

Down

lees je af op de y-as
g(x)=3
hoeveel is de nulwaarde van g(x)=4x-8
y-waarde
f(-1)=2; dan is -1 het ... van 2
f(x)=4x is een rechte door de ...

14 Clues: g(x)=3 • y-waarde • op de x-as • rechtevenredig ... • richtingscoëfficiënt • lees je af op de y-as • f(x)=-3x-2 is een ... • f(-1)=2; dan is -1 het ... van 2 • f(x)=4x is een rechte door de ... • hoeveel is de nulwaarde van g(x)=4x-8 • alle originelen die een functiewaarde geven • de grafiek bij omgekeerd evenredige grootheden • ...

unit 2 2021-04-09

Across

shape of kite
f is unbounded integral a to b f(x) dx
revolution of the ellipse about the minor axis
revolution of the ellipse about the major axis
in terms of r and theta
shape of ball

Down

shape of heart
integral 0 to 1 x to the power m-1 and (1-x) to (n-1) dx
half oval shape
in terms of x and y
shape of round
loops on both the axes
half of sphere
curve ellipse
integral 0 to infinite e to power -x and x to the power n-1 dx

15 Clues: shape of kite • curve ellipse • shape of ball • shape of heart • shape of round • half of sphere • half oval shape • in terms of x and y • loops on both the axes • in terms of r and theta • f is unbounded integral a to b f(x) dx • revolution of the ellipse about the minor axis • revolution of the ellipse about the major axis • integral 0 to 1 x to the power m-1 and (1-x) to (n-1) dx • ...

math 2021-11-01

Across

perpendicular to the axis of symmetry of a parabola.
(x,y)
(f∘g)(x) = f(g(x))
9x^2 + 4y^2 = 36
y = ax^2 + bx + c
g/h
y(x)=4
9y^2 - 4x^2 = 144
a function built from pieces of different functions over different intervals
(x - h)^2 = 4p(y - k)
its the r in x^2 + y^2 = r^2
f(x)

Down

x^2 + y^2 − 4x + 2y − 3 = 0
4x+9y=1
g-h
f*g
(h,K)
x^2=4py
g+h
in (x-h)^2=4p(y-k), its (h,k+p)

20 Clues: g-h • f*g • g/h • g+h • f(x) • (x,y) • (h,K) • y(x)=4 • 4x+9y=1 • x^2=4py • 9x^2 + 4y^2 = 36 • y = ax^2 + bx + c • (f∘g)(x) = f(g(x)) • 9y^2 - 4x^2 = 144 • (x - h)^2 = 4p(y - k) • x^2 + y^2 − 4x + 2y − 3 = 0 • its the r in x^2 + y^2 = r^2 • in (x-h)^2=4p(y-k), its (h,k+p) • perpendicular to the axis of symmetry of a parabola. • a function built from pieces of different functions over different intervals

unit 2 2021-04-09

Across

half oval shape
integral 0 to infinite e to power -x and x to the power n-1 dx
half of sphere
shape of kite
shape of ball
curve ellipse

Down

revolution of the ellipse about the minor axis
in terms of x and y
shape of heart
f is unbounded integral a to b f(x) dx
in terms of r and theta
shape of round
integral 0 to 1 x to the power m-1 and (1-x) to (n-1) dx
loops on both the axes
revolution of the ellipse about the major axis

15 Clues: shape of kite • shape of ball • curve ellipse • shape of heart • shape of round • half of sphere • half oval shape • in terms of x and y • loops on both the axes • in terms of r and theta • f is unbounded integral a to b f(x) dx • revolution of the ellipse about the minor axis • revolution of the ellipse about the major axis • integral 0 to 1 x to the power m-1 and (1-x) to (n-1) dx • ...

unit 2 2021-04-09

Across

shape of heart
integral 0 to 1 x to the power m-1 and (1-x) to (n-1) dx
loops on both the axes
integral 0 to infinite e to power -x and x to the power n-1 dx
curve ellipse
half of sphere
revolution of the ellipse about the major axis

Down

shape of round
shape of ball
shape of kite
half oval shape
revolution of the ellipse about the minor axis
in terms of r and theta
f is unbounded integral a to b f(x) dx
in terms of x and y

Ovidius : Vízözön 2022-12-02

Across

part
mutat
túlél, fennmarad
nő(sing 1)
mocsár
férfi
felhőzet
lát (sing 1)
nap, idősuak

Down

ártatlan (m)
százazföld
hely
meder
föld, talaj
földkerekség
áll
teli(f)
ezer

18 Clues: áll • part • hely • ezer • mutat • meder • férfi • mocsár • teli(f) • felhőzet • százazföld • nő(sing 1) • föld, talaj • ártatlan (m) • földkerekség • lát (sing 1) • nap, idősuak • túlél, fennmarad

TURUNAN FUNGSI TRIGONOMETRI 2023-09-14

TURUNAN FUNGSI TRIGONOMETRI crossword puzzle

Across

turunan tan^2 (3x)
bentuk lain cosec a
turunan ketiga tan x
turunan dari g(x)=(sin x + 1)(sin x - 2)
turunan f(x)=2 sin x - 7 cos x
turunan f(x)=sec x

Down

turunan sin^2 (2x)
untuk mencari percepata kita gunakan turunan ke berapa
turunan kedua cos (2t)
turunan kedua dari f(x)= 3 cos 2x
fungsi kecepatan saat y= 3 cos 2t
untuk mencari kecepatan kita gunakan turunan ke berapa
bentuk lain cotan x
turunan f(x)=2 sin 2x

14 Clues: turunan sin^2 (2x) • turunan tan^2 (3x) • turunan f(x)=sec x • bentuk lain cotan x • bentuk lain cosec a • turunan ketiga tan x • turunan f(x)=2 sin 2x • turunan kedua cos (2t) • turunan f(x)=2 sin x - 7 cos x • turunan kedua dari f(x)= 3 cos 2x • fungsi kecepatan saat y= 3 cos 2t • turunan dari g(x)=(sin x + 1)(sin x - 2) • untuk mencari percepata kita gunakan turunan ke berapa • ...

Tugas Mat Wajib 2021-03-09

Across

Gradien garis normal dari kurva y=-x^2+9
Diketahui segitiga ABC dengan cos A = 15/17. Panjang sisi BC adalah ...
Sebuah mobil menempuh jarak berdasarkan fungsi s(t) = 0,5t^3+t^2-9t+1. Percepatan mobil pada detik pertama adalah ... (a(t)=s"(t))
Kubus ABCD.EFGH, luas BCHE = 121√2. Panjang AD?
lim x->1 (x^2+2x+1) = ...
Dua buah tanaman masing-masing mampu menghasilkan gamet dengan gen A dan a. Saat pembuahan, gamet dari kedua tanaman saling berpasangan secara acak. Bila terbentuk 4 keturunan dari pembuahan tersebut, tentukan frekuensi harapan munculnya keturunan bergenotip aa
Jika f(x)=((x+4)/(4-x)) dan f'(2)=log a, tentukan nilai a
Sebuah hadiah pada roda keberuntungan diberi area seluas 8π cm^2. Jika diameter roda 16 cm dan roda diputar 24 kali, frekuensi harapan munculnya hadiah tersebut adalah ... kali
lim x->0 ((8x^9+14x)/(x^4+2x))=...

Down

Sebuah deret aritmatika suku pertamanya 20, jumlah enam suku pertamanya 90, nilai suku ke-11 adalah ...
Sepuluh buah bilangan rata-ratanya 4,5. Bila ditambah x, rata-rata bilangan menjadi 5. Nilai x=?
Dua buah dadu dilempar 36 kali. Frekuensi harapan munculnya angka kembar adalah ... kali
Limas segiempat T.ABCD, TA=8√3, AB=16, tinggi limas?
Deret geometri suku pertamanya 3 dan rasionya 2. Jumlah n suku pertamanya 192. Bila n = log c, tentukan nilai c
Susunan bilangan, simbol, atau ekspresi yang disusun dalam baris dan kolom sehingga membentuk suatu bangun persegi
Ordinat bayangan titik A(3,-7) yang direfleksi garis y = 1
Diketahui f(x)=x^2+2 dan g(x)=x-5. Bila x>5 dan g(f(g(x)))=1, tentukan nilai x
Integral f(x)=4x+a pada batas 1<=x<=2 adalah 9. Bila a = log b, tentukan nilai b
Jika f(x)=(2x-3)(2x-3)(2x-3), tentukan nilai cos a bila f'(a)=54 dan a<2
Sebuah koin dilempar sebanyak 4 kali. Frekuensi harapan munculnya gambar adalah ... kali

20 Clues: lim x->1 (x^2+2x+1) = ... • lim x->0 ((8x^9+14x)/(x^4+2x))=... • Gradien garis normal dari kurva y=-x^2+9 • Kubus ABCD.EFGH, luas BCHE = 121√2. Panjang AD? • Limas segiempat T.ABCD, TA=8√3, AB=16, tinggi limas? • Jika f(x)=((x+4)/(4-x)) dan f'(2)=log a, tentukan nilai a • Ordinat bayangan titik A(3,-7) yang direfleksi garis y = 1 • ...

Arithmetic Sequences 2023-03-13

Across

recursive rule at starting position 0
explicit rule at starting position 0
sequence where consecutive terms have a common difference

Down

recursive rule at starting position 1
explicit rule at starting position 1
defines the term in position ´n´ by relating it to 1 or more previous terms
an ordered list of numbers
defines the term position ´n´ as a function of ´n´

8 Clues: an ordered list of numbers • explicit rule at starting position 1 • explicit rule at starting position 0 • recursive rule at starting position 1 • recursive rule at starting position 0 • defines the term position ´n´ as a function of ´n´ • sequence where consecutive terms have a common difference • ...

Fungsi 2023-11-20

Across

Dari fungsi f dan g diketahui g(x) = x −1 dan (fog)(x) = 4x2 - x . Jika f (a) = 5 , maka tentukan nilai a
jika f dan g adalah dua fungsi yang terdefinisi pada himpunan R maka operasi yang digunakan adalah
(f°g)(x)=(f°g)=((f°g)°h))(x) sifat fungsi komposisi tersebut adalah
onto disebut juga dengan
relasi khusus
Jika diketahui f (x) = 3x + 4 dan g (x) = 3x berapa nilai dari ( f o g ) (2)?
selisih f(x) dan g(x) dinyatakan
jumlah f(x) dan g(x) dinyatakan

Down

fungsi surjektif disebut juga
korespondensi satu-satu disebut juga dengan
Diketahui fungsi f(x) = 6x – 3, g(x) = 5x + 4 dan (f ο g)(a) = 81. Tentukan nilai a!
hasil kali f(x) dan g(x) dinyatakan
setiap anggota himpunan yang mempunyai kawan yang berbeda disebut
hasil bagi f(x) dan g(x) dinyatakan
g disebut invers dari f ditulis

15 Clues: relasi khusus • onto disebut juga dengan • fungsi surjektif disebut juga • g disebut invers dari f ditulis • jumlah f(x) dan g(x) dinyatakan • selisih f(x) dan g(x) dinyatakan • hasil kali f(x) dan g(x) dinyatakan • hasil bagi f(x) dan g(x) dinyatakan • korespondensi satu-satu disebut juga dengan • setiap anggota himpunan yang mempunyai kawan yang berbeda disebut • ...

Chapter 6 2023-04-26

Across

product of an initial amount and a constant ratio raised to the power
+h
-h
+k
what will stay the same when we have a vertical shift
always written as y=# because it is a horizontal line

Down

what will change when we have a vertical shift
what is b in f(x)=a x b^2
what does the a represent in f(x)=a(1+r)2
what does the r represent in f(x)=a(1+r)2
-K
what does the r represent in f(x)=a(1-r)2

12 Clues: +h • -h • +k • -K • what is b in f(x)=a x b^2 • what does the a represent in f(x)=a(1+r)2 • what does the r represent in f(x)=a(1+r)2 • what does the r represent in f(x)=a(1-r)2 • what will change when we have a vertical shift • what will stay the same when we have a vertical shift • always written as y=# because it is a horizontal line • ...

TTS matamatika fungsi komposisi 2023-01-26

TTS matamatika fungsi komposisi crossword puzzle

Across

f°g≠g°f maka hal tersebut adalah sifat dari,,,
kebalikan dari (g°f)(x)=g(f(x)) adalah
apabila f suatu fungsi dari a ke b dan g suatu fungsi dari b ke c (g:B –> c) maka suatu fungsi dari a ke c disebut dengan,,,
suatu fungsi dari a ke c disebut fungsi komposisi dan dinyatakan dengan g°f maka di baca,,,
sifat asosiatif f°(g°h) maka sama dengan,,,
(f°g)–1=g–1°f–1 maka fungsi komposisi tersebut adalah

Down

jika f,g dan H adalah fungsi nilai komposisi dari fungsi-fungsi x=c maka itu di sebut dengan pengertian,,
jika f:A–>B,g:B–>C,dan H:C –>D maka pengertian tersebut adalah pengertian komposisi,,,
tidak komutatif,asosiatif, mempunyai identitas I dan fungsi invers komposisi pengertian tersebut adalah
C dinyatakan dengan (g°f)(x)=g(f(x)) maka awalan pertamanya adalah,,,

10 Clues: kebalikan dari (g°f)(x)=g(f(x)) adalah • sifat asosiatif f°(g°h) maka sama dengan,,, • f°g≠g°f maka hal tersebut adalah sifat dari,,, • (f°g)–1=g–1°f–1 maka fungsi komposisi tersebut adalah • C dinyatakan dengan (g°f)(x)=g(f(x)) maka awalan pertamanya adalah,,, • jika f:A–>B,g:B–>C,dan H:C –>D maka pengertian tersebut adalah pengertian komposisi,,, • ...

math 2015-06-16

Across

the ___ the eccentricity of the hyperbola is, the more straight the graph of the eccentricity is
the smallest number period of a periodic function
a ___ function has every x value that corresponds to exactly one y value and one y value that corresponds to exactly one y value
formula where Logbc = logac / logab
equation of conic sectionis (x-h)2 + (y-k)2 s= r2?
if a quantity is growing at r% per year (or month), then the doubling time is approximately (__/r) years (or months)
type of conic section where B2 - 4AC is equal to 0
what is log34 equal to the nearest tenth?
domain of function f(x) = (1)/(x+3) is D={y|y∈R, y not equal to __}
Logbb
a type of shift where function f(x) translates into g(x) where g(x) is equal to f(x)+c
log(1/32) to the nearest tenth
graph of y=ax^2+bx+c with symmetry at x = -b/2a has ___ symmetry
type of function where A(t) = A0(1 + r)t
type of function where A(t) = A0bt/k = A0(1/2)t/years
function where the new function has the same points as the original function, except that the x and y are reversed due to flip over x=y line from original

Down

equation that contains a variable in the exponent
the equation Ax2 + Bxy + Cy2 + Dx + Ey + F = 0
when a plane tilted at various angles slices double cones ; examples: circle, ellipse, hyperbola, parabola
if the coordinates of (x,y) flips over ______ then the resulting coordinates is (y, x)
locus (set) of points in a plane equidistant from a fixed point
t when 10t-3 = 4 rounded to the nearest tenth
when larger number is under the x in an equation of an ellipse, then ellipse is a ____ ellipse
in a period function when (max value minus min value) divided by two
a function f(-x) that equals -f(x) has ___ symmetry

25 Clues: Logbb • log(1/32) to the nearest tenth • formula where Logbc = logac / logab • type of function where A(t) = A0(1 + r)t • what is log34 equal to the nearest tenth? • t when 10t-3 = 4 rounded to the nearest tenth • the equation Ax2 + Bxy + Cy2 + Dx + Ey + F = 0 • equation that contains a variable in the exponent • the smallest number period of a periodic function • ...

Chapter 6 2023-04-26

Across

product of an initial amount and a constant ratio raised to the power
+h
-h
+k
what will stay the same when we have a vertical shift
always written as y=# because it is a horizontal line

Down

what will change when we have a vertical shift
what is b in f(x)=a x b^2
what does the a represent in f(x)=a(1+r)2
what does the r represent in f(x)=a(1+r)2
-K
what does the r represent in f(x)=a(1-r)2

Topic 1 2022-05-05

Across

notation, 0 ≤ x ≤ 1
(6,1),(7,2),(8,3) ~ {1, 2, 3}
(6,1),(7,2),(8,3) ~ {6, 7, 8}
composition, f(x) = 2x-3 ; g(x) = 5x+1 ~ f(g(x)) = 2(5x+1)-3
An equation that has only one answer for y for every x.
linear systems, 3x-y = 7 ; 2x+y =8

Down

function, x = 1, 2, 3 ; y = 0, 4, 8 ~ (1,4) (2,0) (3,8)
functions, f(x) = 3x-9 ; x = 5 ~f(5) = 3(5)-9 = 6
functions, f-1(x) = (x-3)/2

9 Clues: notation, 0 ≤ x ≤ 1 • functions, f-1(x) = (x-3)/2 • (6,1),(7,2),(8,3) ~ {1, 2, 3} • (6,1),(7,2),(8,3) ~ {6, 7, 8} • linear systems, 3x-y = 7 ; 2x+y =8 • functions, f(x) = 3x-9 ; x = 5 ~f(5) = 3(5)-9 = 6 • function, x = 1, 2, 3 ; y = 0, 4, 8 ~ (1,4) (2,0) (3,8) • An equation that has only one answer for y for every x. • ...

Luke 2014-10-10

Across

13-14
13-28
24-50
18-35
3-1
6-14
15-1
23-2
8-3
11-30

Down

5-17
2-2
22-1
16-23
20-27
1-5
4-23
10-3

18 Clues: 2-2 • 1-5 • 3-1 • 8-3 • 5-17 • 22-1 • 4-23 • 10-3 • 6-14 • 15-1 • 23-2 • 13-14 • 13-28 • 16-23 • 24-50 • 18-35 • 20-27 • 11-30

BASIC CALCULUS 2020-06-03

Across

zero over a non zero is equals to?
f(x) √(2&5x+2) find f’(-3)
It is a branch of calculus that studies the rates at which quantities change.
what is dy/dx stands for?
in one graph theres two or more function what its called?
what is 0/0 called?
behavior of the graph

Down

What function has a parabola?
what rule is d/dx u x v = u x dv/dx + v x du/dx ?
what expression is 10^x is called?
what rule is d/dx c = 0?
the derivative is zero.
what rule is D/dx f(x) + g(x) = f’(x) + g’(x)?
A number over a zero is equal to what?
What rule is d/dx f(g(x))=f^' (g(x)) g^' (x)?
a result or product of something?
what kind of function is If f(x) = x, then f’(x) = 1?
possible result for Y
It is branch of calculus concerned with the theory and applications of integrals.
evaluate lim┬(x→∞)⁡〖(8x^2-5x)/(4x^2+7)〗

20 Clues: what is 0/0 called? • possible result for Y • behavior of the graph • the derivative is zero. • what rule is d/dx c = 0? • what is dy/dx stands for? • What function has a parabola? • f(x) √(2&5x+2) find f’(-3) • a result or product of something? • zero over a non zero is equals to? • what expression is 10^x is called? • A number over a zero is equal to what? • ...

Sequences 2021-10-12

Across

does not contain an equal sign
describes how a sequence increases or decreases
_____ sequence where you add/sub to find terms
f(1)=4 and f(n+1)=f(n)+6 is a ____ equation

Down

two expressions equal to each other
0,1,2,3... are _____ numbers
an equation that starts with f(n)
f(n)=4+2(n-1) is an example of a _____
_____ sequence where you mul/div to find terms
refers to a number in a sequence

10 Clues: 0,1,2,3... are _____ numbers • does not contain an equal sign • refers to a number in a sequence • an equation that starts with f(n) • two expressions equal to each other • f(n)=4+2(n-1) is an example of a _____ • f(1)=4 and f(n+1)=f(n)+6 is a ____ equation • _____ sequence where you mul/div to find terms • _____ sequence where you add/sub to find terms • ...

Towns and Cities 2024-03-05

Across

L (1)
A (2)
J (1)
F (1)
K (1)
I (1)

Down

G (1)
H (1)
B (2)
D (1)
C (1)
E (1)

12 Clues: G (1) • H (1) • B (2) • D (1) • L (1) • C (1) • A (2) • J (1) • F (1) • E (1) • K (1) • I (1)

ap calc legacy project 2023-05-15

Across

What is the integral of sec2(x)
Find the sum of 𝛴(2/3)n starting at n=0
Which dazzling mathmetician died the same year that women got the right to vote?
Determine whether 𝛴3/(3n+5) converges or diverges
Find the limit as x approaches infinity of (ex)/(x2) =
Find ∫csc2 (x) du when x(π/2)=0
What is the catchy acronym for choosing a U when doing integration by parts
∫12 (4x3 - x)dx
What happens when the nth term test =0
Find Dy/Dx, r=1+sin(𝜃) when 𝜃= π/3
f(x)g’(x) + g(x)f’(x))
Spiffy tool used to create trig identities
you would use to integrate ∫(x-1)e-xdx

Down

Approximate y when x=1.5 and dy/dx=x+1 given the point (1,2) using a step size of 0.1 (euler’s)
Find the average value of f(x)=3x2-2x on (1,4)
“Low D high minus high D low square the bottom and away we go”
The graph of the piecewise linear function f is shown above. What is the value of ∫012 f’(x) dx
If continuous and differentiable, IROC equals AROC, by _______
Which sassy mathematician died by ovarian cyst?
√(dx/dt)2+(dy/dt)2
First step in solving a differential equation
Find area in 2nd quadrant enclosed by r, r=3𝜃+sin(𝜃), round answer to nearest whole number
ending of an indefinite integral

23 Clues: ∫12 (4x3 - x)dx • √(dx/dt)2+(dy/dt)2 • f(x)g’(x) + g(x)f’(x)) • What is the integral of sec2(x) • Find ∫csc2 (x) du when x(π/2)=0 • ending of an indefinite integral • Find Dy/Dx, r=1+sin(𝜃) when 𝜃= π/3 • What happens when the nth term test =0 • you would use to integrate ∫(x-1)e-xdx • Find the sum of 𝛴(2/3)n starting at n=0 • Spiffy tool used to create trig identities • ...

The Language of Trig/Pre-calculus 2020-12-08

The Language of Trig/Pre-calculus crossword puzzle

Across

"short & sweet" version of poly. division
at x = 3 for (2x + 1)/( x^2 + 2x - 15)
lines whose slopes are opposite reciprocals
type of symmetry when only x's are opposites
method for solving system of equations
type of variation in which xy = k
describes f(x) & g(x) when f(g(x))=g(f(x))= x
comes from repeated factors in numerator & denom.
for a function, shows up on graph as x-intercept
function known for its "v" shape
reciprocal of sine function
indicated by f(g(x)) for two functions

Down

Oh! That all quadratics could be solved thus
choices are max, min, or pt. of inflection
describes f(x)when f(b)< f(a) for a< b
solution option for rational equations
for a 30 degree angle, value is always .5
describes f(x) as x approaches inifinity
trig ratio for hyp/adjacent
limits on x or y in a system of inequalities
turning point for the graph of a quadratic
shift produced by "k" in up/down parabola
symmetry for an odd function

23 Clues: trig ratio for hyp/adjacent • reciprocal of sine function • symmetry for an odd function • function known for its "v" shape • type of variation in which xy = k • describes f(x)when f(b)< f(a) for a< b • solution option for rational equations • at x = 3 for (2x + 1)/( x^2 + 2x - 15) • method for solving system of equations • indicated by f(g(x)) for two functions • ...

Legacy Project 2023-05-23

Across

Determine whether 𝛴3/(3n+5) converges or diverges
What happens when the nth term test =0
Rule “Low D high minus high D low, square the bottom and away we go”
What is the catchy acronym for choosing a U when doing integration by parts
∫12 (4x3 - x)dx
What is the integral of sec2(x)
If continuous and differentiable, IROC equals AROC, by _______
Find ∫csc2 (x) du when x(π/2)=0
Which sassy mathematician died by ovarian cyst?
The graph of the piecewise linear function f is shown above. What is the value of ∫012 f’(x) dx

Down

Which dazzling mathematician died the same year that women got the right to vote in the US?
Approximate y when x=1.5 and dy/dx=x+1 given the point (1,2) using a step size of 0.1 (euler’s)
First step in solving a differential equation
f(x)g'(x)+g(x)f’(x)
Find the sum of 𝛴(2/3)n starting at n=0
Find area in 2nd quadrant enclosed by r, r=3𝜃+sin(𝜃), round answer to nearest whole number
Find the limit as x approaches infinity of (ex)/(x2) =
Find the average value of f(x)=3x2-2x on (1,4)
√(dx/dt)2+(dy/dt)
method Method you would use to integrate ∫(x-1)e-xdx
ending of an indefinite integral
Find Dy/Dx, r=1+sin(𝜃) when 𝜃= π/3

22 Clues: ∫12 (4x3 - x)dx • √(dx/dt)2+(dy/dt) • f(x)g'(x)+g(x)f’(x) • What is the integral of sec2(x) • Find ∫csc2 (x) du when x(π/2)=0 • ending of an indefinite integral • Find Dy/Dx, r=1+sin(𝜃) when 𝜃= π/3 • What happens when the nth term test =0 • Find the sum of 𝛴(2/3)n starting at n=0 • First step in solving a differential equation • Find the average value of f(x)=3x2-2x on (1,4) • ...

music crossword 2019-02-22

Across

16 = 1 MEASURE
lower pitch
1 = 1 measure
two notes played as one
f below middle c
cancels sharp and flat
a set of 5 lines
tells the speed
says to repeat
creates divisions

Down

group of beats
g above middle c
(two) lines at the end
2 = 1 measure
8 = 1 measure
hold on specific note
4 = 1 measure
higher pitch
two different note played as one

19 Clues: lower pitch • higher pitch • 2 = 1 measure • 8 = 1 measure • 1 = 1 measure • 4 = 1 measure • group of beats • 16 = 1 MEASURE • says to repeat • tells the speed • g above middle c • f below middle c • a set of 5 lines • creates divisions • hold on specific note • cancels sharp and flat • (two) lines at the end • two notes played as one • two different note played as one

X 2022-03-13

Across

[aeiou](gu|su|da)[a-f]
(^a-hp-z)\1(aeiou).\2
l?(^a-lp-t)[bs]\1
[tuv](ib|we|ww)[e-oq-v]{4}
[fo][or].a
(p-z){2}[abc]{2}n
[^a-es-v].(s|n|t)[opq]
(si|er|sg)[^a-ek-p]{2}.?[orp]+

Down

(ca|ma|llo|go)r[^ae]l(za|de|me|l)[^eo]
[d-m]i(ra|re|ri|ro)f[^d-e]
[^a-hp-z][aeiou]{2}n?
.[luv](e|m)[^h-mr-w]{2}[unpt]+\1
c[aeio][a-g](ro|ra|ma|ne)
[xep][a-s][o-t]{2}.?
(rin|mir|kin)[^q-vy-z]{3}r(po|on|ca).[aeiou]
[a-f]a(da|ba|ca|ma)l[^mn]o

16 Clues: [fo][or].a • l?(^a-lp-t)[bs]\1 • (p-z){2}[abc]{2}n • [xep][a-s][o-t]{2}.? • (^a-hp-z)\1(aeiou).\2 • [^a-hp-z][aeiou]{2}n? • [aeiou](gu|su|da)[a-f] • [^a-es-v].(s|n|t)[opq] • c[aeio][a-g](ro|ra|ma|ne) • [d-m]i(ra|re|ri|ro)f[^d-e] • [tuv](ib|we|ww)[e-oq-v]{4} • [a-f]a(da|ba|ca|ma)l[^mn]o • (si|er|sg)[^a-ek-p]{2}.?[orp]+ • .[luv](e|m)[^h-mr-w]{2}[unpt]+\1 • ...

X 2022-03-13

Across

[aeiou](gui|su|da)l[a-f]
(^a-hp-z)\1(aeiou).\2
l?(^a-lp-t)[bs]\1
[tuv](ib|we|ww)[e-oq-v]{4}
[fo][or].a
(p-z){2}[abc]{2}n
[^a-es-v].(s|n|t)[opq]
(si|er|sg)[^a-ek-p]{2}.?[orp]+

Down

(ca|ma|llo|go)r[^ae]l(za|de|me|l)[^eo]
[d-m]i(ra|re|ri|ro)f[^d-e]
[^a-hp-z][aeiou]{2}n?
.[luv](e|m)[^h-mr-w]{2}[unpt]+\1
c[aeio][a-g](ro|ra|ma|ne)
[xep][a-s][o-t]{2}.?
(rin|mir|kin)[^q-vy-z]{3}r(po|on|ca).[aeiou]
[a-f]a(da|ba|ca|ma)l[^mn]o

16 Clues: [fo][or].a • l?(^a-lp-t)[bs]\1 • (p-z){2}[abc]{2}n • [xep][a-s][o-t]{2}.? • (^a-hp-z)\1(aeiou).\2 • [^a-hp-z][aeiou]{2}n? • [^a-es-v].(s|n|t)[opq] • [aeiou](gui|su|da)l[a-f] • c[aeio][a-g](ro|ra|ma|ne) • [d-m]i(ra|re|ri|ro)f[^d-e] • [tuv](ib|we|ww)[e-oq-v]{4} • [a-f]a(da|ba|ca|ma)l[^mn]o • (si|er|sg)[^a-ek-p]{2}.?[orp]+ • .[luv](e|m)[^h-mr-w]{2}[unpt]+\1 • ...

Calculus Crossword Puzzle 2021-06-07

Calculus Crossword Puzzle crossword puzzle

Across

Equation of line broken down into two equations in terms of x and y are which are known as __________ equations.
The rule used when a limit=0/0 is ________ rule
A _________ field shows the slope of a differential equation at certain vertical and horizontal intervals on the x-y plane
the most extreme possible amount or value
physical power or strength possessed by a living being
The second derivative gives points of _________
The slope of the line tangent to a function.
A ________ is a set of ordered numbers.
a line that touches a curve at only one point
The number of living beings an area can support is the carrying ______
f'(g(x))g'(x) describes the process for ______ rule
A description of an operation using the addition of multiple terms
You would evaluate the following integral from which side:
The integral is used to find the:
The first derivative gives _______ points
T = h/2(y0+2y1+2y2+...+2yn-1+yn) is the formula for the _________ rule
A min/max that’s not absolute is known as
|v| The magnitude of velocity
Highest point on a graph
The term used when determining if a limit approaches a certain value
A graph that looks like a smile
32 m/s or 16 ft/sec are the numbers for acceleration due to _________.
i
The value that a function approaches as the domain variable approaches a specific value.
The distance a function is from the axis.
The set interval for an integral
(1/b-a) ∫f(x)dx from a to b

Down

the complete total or aggregate
To derive f=(X-1)(x-3) you would need to use ________ rule
a point where the limit of a complex function inflates dramatically with polynomial growth.
A convergence test utilizing f(n+1)/f(n)
a set of real numbers that contains all real numbers lying between any two numbers of the set
a curve obtained as the intersection of the surface of a cone with a plane is a _____ section
Points on the end of a function
Taking the antiderivative is also known as taking the ________
When the graph of a function is continuous the graph has _______.
if f'<0 on an interval then f is ________ on that interval
A line or curve that the graph follows closely but never touches.
a curve traced by a point on a circle being rolled along a straight line.
a/(1-r) is the formula used to test for convergence in _________ series
Σ(1/n)
The interval between two points.
3x2+4y=20 to derive uses _______ differentiation
√(i2+j2)
∫1/√(1-x2)
The rate of change in the position of an object.
The degree of possible inaccuracy
The divergence test using lim → infinity =0 is the ___ term test
When a region appears to have infinite area from x=0 to x=♾ is known as an __________ integral
Series converges if p>1

50 Clues: i • Σ(1/n) • √(i2+j2) • ∫1/√(1-x2) • Series converges if p>1 • Highest point on a graph • (1/b-a) ∫f(x)dx from a to b • |v| The magnitude of velocity • the complete total or aggregate • Points on the end of a function • A graph that looks like a smile • The interval between two points. • The set interval for an integral • The integral is used to find the: • ...

music crossword 2019-02-22

Across

f below middle c
lower pitch
1 = 1 measure
says to repeat
hold on specific note
(two) lines at the end
g above middle c
cancels sharp and flat
group of beats

Down

two different note played as one
8 = 1 measure
2 = 1 measure
two notes played as one
tells the speed
a set of 5 lines
16 = 1 MEASURE
4 = 1 measure
creates divisions
higher pitch

19 Clues: lower pitch • higher pitch • 8 = 1 measure • 2 = 1 measure • 1 = 1 measure • 4 = 1 measure • says to repeat • 16 = 1 MEASURE • group of beats • tells the speed • f below middle c • a set of 5 lines • g above middle c • creates divisions • hold on specific note • cancels sharp and flat • two notes played as one • (two) lines at the end • two different note played as one

Previous Page 3 of 100 Next