Across
- 4. The process of altering a number to an approximate value
- 5. A male sheep
- 6. Law of Cooling T-Ts = (To-Ts)e^(-kt)
- 7. Possible x-values of a function
- 9. The slope of a function
- 11. Formula:
- 14. Set of numbers in a particular order; can be finite or infinite
- 15. Represented by the graph that is higher up on a y-axis when calculating the volume of a washer
- 18. The line that intersects a function at only a single point
- 19. A unit of measurement for angles, which often includes pi
- 20. A function whose degree is 2 or greater
- 22. rate of change at a specific point
- 23. sqrt(1-(sinx)^2)
- 26. k
- 29. (cosx)^-1
- 31. The derivative of velocity
- 32. Equation:
- 33. smiley face or frowney face
- 36. f(x) =
- 38. The mathematical method to solve an integral
- 44. The first derivative of a position equation
- 46. x^2 + y^2 = 36
- 48. f(g(x))=x
- 49. __________ growth: xt = x0(1+r)^t
- 52. Theorem that is delicious
- 55. The quantity representing the power to which a fixed number must be raised to produce a given number
- 56. Unit of angle measurement, not radians
- 57. _____ of measure
- 58. The integral of the absolute value of the velocity graph
- 62. L(x) = f(a) + f'(a)(x+a)
- 65. Change in y over change in x
- 66. Derivative of cost
- 67. Average
- 68. Equation:
- 72. The point where f''(x)=0 and changes signs
- 73. Problems which involve finding a rate at which a quantity changes by relating that quantity to other quantities (usually with respect to time)
- 74. A problem in which the highest or lowest value of a function must be found
- 76. A calculator type used to plot points of a function
- 77. Fundamental Theorem of ________
Down
- 1. Relationship or expression involving one or more variable
- 2. a mathematical relationship or rule expressed in symbols
- 3. What shape has the area pi*r^2?
- 7. A function is ________ if the second derivative is negative
- 8. A point at which the limit of a function does not exist
- 9. Polygon with 10 sides
- 10. Antiderivative of area
- 12. The device that you use to assist you in visualizing a function
- 13. Cosecant is the ____ of sine
- 16. Equation:
- 17. secx*(cscx)^-1
- 21. ________ value theorem
- 24. Two lines on different plans that are neither parallel nor intersect
- 25. the distance from one point to another
- 27. Possible y-values of a function
- 28. A special type of limit, which is real handy for leprechauns
- 30. The line which a graph continuously approaches but never reaches
- 34. 3rd derivative of a position graph
- 35. Equation:
- 37. synonym of answer
- 38. The highest or lowest point a function reaches in its range
- 39. Jump, infinite, removable
- 40. 2.718281828
- 41. A value or quantity that is nearly but not exactly correct
- 42. 8 turned sideways
- 43. The line perpendicular to a tangent line; not weird
- 45. If the y-values of a function get larger while x-values increase, the function is ________
- 47. Meet at a 90 degree angle
- 50. Antiderivative of velocity
- 51. x=cost, y=sint
- 53. The value a function approaches
- 54. Trig function equal to the ratio of side opposite a given angle in a right triangle to the hypotenuse
- 59. Branch of mathematics dealing with relations between sides and angles of triangles
- 60. Replacing an expression with another variable to simplify a problem
- 61. Sum representing an approximation of the area under a curve; sum is calculated by dividing the region into rectangles
- 63. The point where two graphs meet
- 64. To solve
- 69. x-_____ and y-_____
- 70. a closed shape with 3 or more sides
- 71. a theorem that if f(x) is continuous at all points of interval [a,b] and differentiable at every point
- 75. Integration by _______