set theory Crossword Puzzles
set theory 2018-01-09
Across
- the form in which the actual elements of the set are not written but a statement or a rule is written.
- The form in which the elements of the set are enclosed in curly brackets{}after separating them by commas.
- a closed curve figure which represents a set.
- set If set A is subset of set B,then B is called.
- A set which is not finite.
- A set which has same(identical elements)
- a type of set,which has only one element in it.
- the objects used to form a set.
Down
- {3,4,5....100} and so on is an example of ____ set.
- A set which has no elements in it.
- when two sets have at least one element in common.
- A set in which two sets have no element in common.
- IF A={5,6,7} AND B={6,8},Then which operation is used to get {5,6,7,8}
- Two sets are said to be equivalent,if they contain different number of elements.true/false.
- a set which is donated by the symbol "U".
- A set has two operation,one is called union and the other one?
- The cardinal number of empty set.
- when all the elements of the set B belong to set A,the set B is called as ____ of set A.
- The set {0} is not an empty set.True/false
- another name for null set.
- It is a collection of well-defined objects.
21 Clues: A set which is not finite. • another name for null set. • the objects used to form a set. • The cardinal number of empty set. • A set which has no elements in it. • A set which has same(identical elements) • a set which is donated by the symbol "U". • The set {0} is not an empty set.True/false • It is a collection of well-defined objects. • ...
set theory 2018-01-09
Across
- Two sets are said to be equivalent,if they contain different number of elements.true/false.
- set If set A is subset of set B,then B is called.
- A set which is not finite.
- IF A={5,6,7} AND B={6,8},Then which operation is used to get {5,6,7,8}
- a type of set,which has only one element in it.
- The cardinal number of empty set.
- It is a collection of well-defined objects.
- a closed curve figure which represents a set.
- A set which has same(identical elements)
- The set {0} is not an empty set.True/false
- The form in which the elements of the set are enclosed in curly brackets{}after separating them by commas.
Down
- {3,4,5....100} and so on is an example of ____ set.
- another name for null set.
- A set in which two sets have no element in common.
- when all the elements of the set B belong to set A,the set B is called as ____ of set A.
- A set which has no elements in it.
- a set which is donated by the symbol "U".
- the form in which the actual elements of the set are not written but a statement or a rule is written.
- when two sets have at least one element in common.
- the objects used to form a set.
- A set has two operation,one is called union and the other one?
21 Clues: another name for null set. • A set which is not finite. • the objects used to form a set. • The cardinal number of empty set. • A set which has no elements in it. • A set which has same(identical elements) • a set which is donated by the symbol "U". • The set {0} is not an empty set.True/false • It is a collection of well-defined objects. • ...
set theory 2025-09-10
Set theory 2024-07-15
Across
- no element common between sets
- all outputs true
- no.of elements in a set
- AU(BNC)=(AUB)N (AUC)
- outputs are false
- a set which is contained in the given set
- combination of two sets
- outputs can be true or false
- possible combinations of all elements in a given set
Down
- AUA=A
- or condition
- true or false structure
- and condition
- set which contain repetitive elements
- common element between sets
- if then condition
- opposite of a boolean
- AuB=BuA
18 Clues: AUA=A • AuB=BuA • or condition • and condition • all outputs true • if then condition • outputs are false • AU(BNC)=(AUB)N (AUC) • opposite of a boolean • true or false structure • no.of elements in a set • combination of two sets • common element between sets • outputs can be true or false • no element common between sets • set which contain repetitive elements • ...
Set Theory 2024-02-12
Across
- the joining of two statments using the word "and"
- the exact opposite of a statement
- the number of elements in the intersection of sets A and B where A = {1,2,3,4,5,6} and B = {2,9,7,88,3,11,19,5,22,30}
- the joining of two statements using the word "or"
- the set of elements that are members of either or both sets
- a collection of distinct objects
- everything outside of a particular subset
- the use of the word or meaning either or both
- a set that contains elements of two or more sets
- the number of elements in the union of sets A and Bwhere A = {1,2,3,4,5,6} and B = {2,9,7,88,3,11,19,5,22,30}
- the set that contains no elements
Down
- a statement formed by combining two or more statements
- two sets that have no common elements
- a type of diagram used to model sets
- a sentence that has a truth value
- the description of sets C and D where C = {1,2,3} and D = {4,5,6}
- some largest set of elements we have in mind
- some, all, or none of the universal set
18 Clues: a collection of distinct objects • the exact opposite of a statement • a sentence that has a truth value • the set that contains no elements • a type of diagram used to model sets • two sets that have no common elements • some, all, or none of the universal set • everything outside of a particular subset • some largest set of elements we have in mind • ...
set theory 2024-07-15
Across
- the name for and operator
- logical expression that gives false for all possible inputs
- when 2 sets have no elements present in common to both
- for p->q , q-> p is
- ((A')')=___
- group of distinct elements
- elements common to both sets
- a null set is also called
Down
- the name for or operator
- a set that is not finite
- for p->q , ~q->~p is
- elements in atleast one of the set
- when all elements of a set are present in another set they are both___ of each other
- for p->q , ~p->~q is
- AUA = A is ___ law
- the number of elements present in a set
- logical expression that gives true for all possible inputs
17 Clues: ((A')')=___ • AUA = A is ___ law • for p->q , q-> p is • for p->q , ~q->~p is • for p->q , ~p->~q is • the name for or operator • a set that is not finite • the name for and operator • a null set is also called • group of distinct elements • elements common to both sets • elements in atleast one of the set • the number of elements present in a set • ...
SET THEORY 2024-09-01
Set theory 2024-07-15
Across
- Only one element are matching in both sets
- Substraction of union and intersection
- Large very big set
- Number of elements are same in both set
- Common elements in set 1 and 2
- All possible combinations in set along with subsets
- No elements in that set
- Number on elements are infinite
Down
- Only one element in set
- Parts of set
- All elements in any set same in another set with extra terms
- Number of elements are finite
- All the elements in set 1 and 2
- No common elements in both sets
- Same elements in both set
- Union minus particular set
16 Clues: Parts of set • Large very big set • Only one element in set • No elements in that set • Same elements in both set • Union minus particular set • Number of elements are finite • Common elements in set 1 and 2 • All the elements in set 1 and 2 • No common elements in both sets • Number on elements are infinite • Substraction of union and intersection • ...
SET THEORY 2025-09-01
Across
- true if exactly one condition is true, false if both are the same
- represents a very small number close to zero
- measures the rate of change of a function
- ALL statement holds for every element
- logical operation where both conditions are true
- at least one element makes the statement true
- symbol that shows a conclusion
Down
- if the first statement is true, then the second must also be true
- constant about 2.718, base of natural logarithms
- both statements are either true or false
- symbol that shows the reason or cause
- logical operation where at least one condition is true
- logical negation that makes a statement the opposite
- DERIVATIVE derivative of the derivative, shows concavity
- value a function approaches as input nears a point
- TABLE table that shows all possible truth values of statements
16 Clues: symbol that shows a conclusion • symbol that shows the reason or cause • both statements are either true or false • ALL statement holds for every element • measures the rate of change of a function • represents a very small number close to zero • at least one element makes the statement true • constant about 2.718, base of natural logarithms • ...
SET THEORY 2024-07-15
Across
- Neither Tautology nor Contradiction
- Set having common elements of A and B
- It is always true
- p iff q
- If Set has n elements, what Set has 2^n elements?
- Method of representing Set like {1,3,5}
- Set having all elements of Set A and B
- Number of Elements in Set
Down
- It is always false
- Sets which have no mutual elements are called
- Law which allows for p^q= q^p
- Set having Finite Upper and Lower Bounds
- Set having infinite Upper and Lower Bounds
- Set with Elements in Set A but not in Set B or A-B is called
- if all elements of A are also in B then A is ___ of B
- Law which allows for p^(q^r)= (p^q)^r
16 Clues: p iff q • It is always true • It is always false • Number of Elements in Set • Law which allows for p^q= q^p • Neither Tautology nor Contradiction • Set having common elements of A and B • Law which allows for p^(q^r)= (p^q)^r • Set having all elements of Set A and B • Method of representing Set like {1,3,5} • Set having Finite Upper and Lower Bounds • ...
Set Theory 2022-09-16
Across
- all the objects that do not belong to set A
- set A is not a superset of set B
- all subsets of A
- both sets have the same members
- A is a superset of B, set A includes set B
- objects that belong to A and not to B
- Ø = { }
Down
- no set membership
- collection of 2 elements
- set of all possible values
- set of all ordered pairs from A and B
- set A is not a subset of set B
- set membership
- A ∪ B
- the number of elements of set A
- a collection of elements
16 Clues: A ∪ B • Ø = { } • set membership • all subsets of A • no set membership • collection of 2 elements • a collection of elements • set of all possible values • set A is not a subset of set B • both sets have the same members • the number of elements of set A • set A is not a superset of set B • set of all ordered pairs from A and B • objects that belong to A and not to B • ...
Set Theory 2022-09-16
Across
- set of all ordered pairs from A and B
- no set membership
- all subsets of A
- both sets have the same members
- Ø = { }
- set A is not a superset of set B
- collection of 2 elements
- the number of elements of set A
Down
- set of all possible values
- A ∪ B
- all the objects that do not belong to set A
- set A is not a subset of set B
- a collection of elements
- set membership
- A is a superset of B, set A includes set B
- objects that belong to A and not to B
16 Clues: A ∪ B • Ø = { } • set membership • all subsets of A • no set membership • a collection of elements • collection of 2 elements • set of all possible values • set A is not a subset of set B • both sets have the same members • the number of elements of set A • set A is not a superset of set B • set of all ordered pairs from A and B • objects that belong to A and not to B • ...
SET THEORY 2021-09-12
Set Theory 2022-03-15
set theory 2022-03-18
Set Theory 2022-03-18
Across
- For every set A and every given property, there is a set containing exactly the elements of A that have that property. A property is given by a formula φ of the first-order language of set theory.
- is an ordinal that is not bijectable with any smaller ordinal.
- is the branch of mathematical logic that studies sets, which can be informally described as collections of objects.
- If two sets A and B have the same elements, then they are equal.
- which asserts that every set can be well-ordered, i.e., it can be linearly ordered so that every non-empty subset has a minimal element.
- Given any sets A and B, there exists a set, denoted by {A,B}, which contains A and B as its only elements. In particular, there exists the set {A} which has A as its only element.
Down
- is the study of the properties and structure of definable sets of real numbers and, more generally, of definable subsets of Rn and other Polish spaces
- can also be viewed as sets, as any n-ary relation on the elements of a set A can be viewed as a set of n-tuples (a1,…,an) of elements of A.
- Every non-empty set A contains an ∈-minimal element, that is, an element such that no element of A belongs to it.
- For every given definable function with domain a set A, there is a set whose elements are all the values of the function.
- There exists a set, denoted by ∅ and called the empty set, which has no elements.
- For every set A there exists a set, denoted by P(A) and called the power set of A, whose elements are all the subsets of A.
- For every set A of pairwise-disjoint non-empty sets, there exists a set that contains exactly one element from each set in A.
- For every set A, there exists a set, denoted by ⋃A and called the union of A, whose elements are all the elements of the elements of A.
- There exists an infinite set. In particular, there exists a set Z that contains ∅ and such that if A∈Z, then ⋃{A,{A}}∈Z.
15 Clues: is an ordinal that is not bijectable with any smaller ordinal. • If two sets A and B have the same elements, then they are equal. • There exists a set, denoted by ∅ and called the empty set, which has no elements. • Every non-empty set A contains an ∈-minimal element, that is, an element such that no element of A belongs to it. • ...
Set Theory 2022-03-16
Set Theory 2022-03-14
Across
- relative complement
- power set
- a collection of elements
- proper set
- all the objects that do not belong to set A
- objects that belong to set A or set B
- not subset
- infinite cardinality of natural numbers set
- A is a superset of B, set A includes set B
Down
- both sets have the same numbers
- the number of elements of set A
- A is a subset of B. Set A is included in set B
- objects that belong to set A and set B
- Cartesian product
- cardinality of countable ordinal numbers set
15 Clues: power set • proper set • not subset • Cartesian product • relative complement • a collection of elements • both sets have the same numbers • the number of elements of set A • objects that belong to set A or set B • objects that belong to set A and set B • A is a superset of B, set A includes set B • all the objects that do not belong to set A • ...
Set Theory 2024-02-19
Across
- type of set where the number of elements are infinite
- a set where there are no element
- Two sets are equal if they have same elements
- is a collection of objects or groups of objects
- When all the elements of set A belong to set B, then A is subset of B
- all the members of a set are Listed separated by commas and enclosed in curly brackets
- an empty set has __ element inside it.
- type of set where the number of elements is finite
Down
- Any set that contains all the sets under consideration.
- a set with only one element
- a singleton set has only __ element inside it.
- A set of every possible subset.
- Father of set theory
- The objects contained by a set are called the _____ of the set.
- If all the elements of set A are present in set B then set B is called the ___.
15 Clues: Father of set theory • a set with only one element • A set of every possible subset. • a set where there are no element • an empty set has __ element inside it. • Two sets are equal if they have same elements • a singleton set has only __ element inside it. • is a collection of objects or groups of objects • type of set where the number of elements is finite • ...
SET THEORY 2022-03-14
SET THEORY 2024-07-15
Across
- this set has 2^n elements
- A ∩ B
- a type of subset
- diagrammatic representation of sets
- no. of distinct elements
- unordered collection of distinct objects
- no elements
- every element of A is present in B
Down
- a method of representing sets
- set has finite upper and lower bound
- A ∩ B is empty set
- U - A
- A ∪ B
- A and B have same elements
- members can appear more than once
15 Clues: A ∩ B • U - A • A ∪ B • no elements • a type of subset • A ∩ B is empty set • no. of distinct elements • this set has 2^n elements • A and B have same elements • a method of representing sets • members can appear more than once • every element of A is present in B • diagrammatic representation of sets • set has finite upper and lower bound • unordered collection of distinct objects
Set Theory 2022-09-16
Across
- A ∪ B
- set of all ordered pairs from A and B
- set of all possible values
- objects that belong to A and not to B
- no set membership
- collection of 2 elements
Down
- both sets have the same members
- set A is not a subset of set B
- the number of elements of set A
- A is a superset of B, set A includes set B
- set A is not a superset of set B
- all the objects that do not belong to set A
- a collection of elements
- set membership
- all subsets of A
15 Clues: A ∪ B • set membership • all subsets of A • no set membership • a collection of elements • collection of 2 elements • set of all possible values • set A is not a subset of set B • both sets have the same members • the number of elements of set A • set A is not a superset of set B • set of all ordered pairs from A and B • objects that belong to A and not to B • ...
Set Theory 2022-09-18
Set Theory 2022-09-08
SET THEORY 2023-09-09
Set theory 2023-09-14
SET THEORY 2023-09-18
set theory 2023-09-15
Across
- (⊃)Indicates that one set is a superset of another set but not equal to it.
- (×)Denotes the two sets, typically written as A × B. It represents the set of all possible ordered pairs where the first element is from set A and the second element is from set B.
- (a, b) Represents a pair of elements, where ‘a’ is the first element and ‘b’ is the second element.
- (∅) Denotes the set with no elements.
- (∈) Indicates that an element belongs to a particular set.
- (∩)Represents the set containing all elements that are in both of the two sets.
Down
- that one set is a subset of another set but not equal to it.
- (∆)Objects that belongs to A or B but not their intersection.
- (∪)Represents the set containing all elements that are in at least one of the two sets.
- (⊆)Signifies that one set is a subset of or equal to another set.
- (=) Both set have the same members.
- the number of elements in a set.
- (A^c) Represents the set of all elements that are not in a given set.
- (∉) Indicates that an element does not belong to a particular set.
- (⊇) Signifies that one set is a superset of or equal to another set.
15 Clues: the number of elements in a set. • (=) Both set have the same members. • (∅) Denotes the set with no elements. • (∈) Indicates that an element belongs to a particular set. • that one set is a subset of another set but not equal to it. • (∆)Objects that belongs to A or B but not their intersection. • (⊆)Signifies that one set is a subset of or equal to another set. • ...
set theory 2025-02-25
Across
- acollection of elements
- set of all ordered pairs from a and b
- ℤ
- object that belong to set A and set B
- Q
- both sets have the same members
- A is a superset of B, set A includes set B
- the number of elements of set A
Down
- ∅
- all the objects that do not belong to set A
- all subset of A
- infinite cardinality of natural numbers set
- object that belong to set A or set B
- A is a subject a B, but A is included in a set B
- infinite cardibality of natural number set
15 Clues: ∅ • ℤ • Q • all subset of A • acollection of elements • both sets have the same members • the number of elements of set A • object that belong to set A or set B • set of all ordered pairs from a and b • object that belong to set A and set B • infinite cardibality of natural number set • A is a superset of B, set A includes set B • all the objects that do not belong to set A • ...
Set theory 2023-09-08
Across
- subset a is subset of B but b is not equal to b
- object that belong to set A or B
- subset A is a subset of B. but b is not equal to b
- all the object that do not being to set A
- a is a subject of b
- set All subset of A
- of symbol set membership
- set cardinality of countable ordinal number set
Down
- the number of elements set A
- a collection of elements
- infinite cardinality of natural number set
- object that belong to set A
- both set have the same member
- pair Collection of 2 element
- complement object that belong to a and not to b
15 Clues: a is a subject of b • a collection of elements • set All subset of A • object that belong to set A • the number of elements set A • both set have the same member • of symbol set membership • object that belong to set A or B • pair Collection of 2 element • all the object that do not being to set A • infinite cardinality of natural number set • ...
Set theory 2023-09-11
Across
- all the objects that belong to set A
- collection of 2 elements
- set membership
- infinite cardinality of natural numbers set
- objects that belong to A or B but not to thir intersection
- set A is not subset of set B
- objects that belong to set A or set B
Down
- all subsets of A
- the number of elements of set A
- objects that belong to A and not B
- no set membership
- objects that belong to set A and set B
- a collection of elements
- both have the same members
- set of all possible values
15 Clues: set membership • all subsets of A • no set membership • collection of 2 elements • a collection of elements • both have the same members • set of all possible values • set A is not subset of set B • the number of elements of set A • objects that belong to A and not B • all the objects that belong to set A • objects that belong to set A or set B • ...
Set Theory 2024-09-02
16 Clues: - × • - ∩ • - ⊂ • - ⊃ • - ∪ • - ⊆ • - ⊇ • of - ∈ • of - ∈ • - ∖ or − • - U or U • - Ac or Aˉ • - ∅\ or {} • - P(A) or 2A • - {x∣P(x)} (the set of all xxx such that P(x) is true) • - ∩=∅\cap (often used to denote that two sets have no elements in common)
SET THEORY 2025-02-23
15 Clues: | • #A • { } • AxB • A=B • A∆B • A-B • (a,b) • A U B • all subjects of A • set of all possible values • set A is not a subset of set B • A is a superset of B. set A includes set B • All the objects that do not belong to set A • infinite cardinality of natural numbers of set
SET THEORY 2025-02-24
Across
- - In logic, means
- - The smallest infinity, cardinality of natural numbers
- - The set of all quaternion numbers
- - Both sets have the same elements
- - Objects that belong to both set A and set B
- - Set A includes set B (A may be equal to B )
Down
- - All objects that do not belong to set A
- - A collection of elements
- - The set of all possible elements under discussion
- - The set of all octonion numbers
- - The set of all subsets of A (alternative notation for 2ᴬ)
- - Objects that belong to set A or set B (or both)
- - A set with no elements, denoted as Ø = { }
- - The set of all sedenion numbers
- - Set A is included in set B (A may be equal to B )
15 Clues: - In logic, means • - A collection of elements • - The set of all octonion numbers • - The set of all sedenion numbers • - Both sets have the same elements • - The set of all quaternion numbers • - All objects that do not belong to set A • - A set with no elements, denoted as Ø = { } • - Objects that belong to both set A and set B • ...
Set Theory 2022-03-16
Across
- set of all possible values
- A ⊇ B
- A ∩ B
- |
- all the objects that do not belong to set A
- both sets have the same members
- Ø = { }
Down
- objects that belong to set A or set B
- A ⊆ B
- collection of 2 elements
- the number of elements of set A
- a collection of elements
- infinite cardinality of natural numbers set
- cardinality of countable ordinal numbers set
- all subsets of A
15 Clues: | • A ⊆ B • A ⊇ B • A ∩ B • Ø = { } • all subsets of A • collection of 2 elements • a collection of elements • set of all possible values • the number of elements of set A • both sets have the same members • objects that belong to set A or set B • infinite cardinality of natural numbers set • all the objects that do not belong to set A • cardinality of countable ordinal numbers set
SET THEORY 2022-03-14
15 Clues: ∈ • ℵ • Ø • |A| • A ⊇ B • A ∆ B • A = B • A ∪ B • A ∩ B • A ⊆ B • a collection of elements • set of all possible values • all the objects that do not belong to set A • infinite cardinality of natural numbers set • cardinality of countable ordinal numbers set
Set theory 2021-02-24
Across
- Also known as the disjunctive union, is the set of elements which are in either of the sets, but not in their intersection.
- Is the set of all elements in the collection
- Is the set theory symbol for the smallest infinite set larger than.
- A pair of elements a, b having the property that ( a, b) = (u, v ) if and only if a = u, b = v.
- Often denoted by Aᶜ, are the elements not in A.
- A collection of elements
- the set containing all elements of A that also belong to B
- Is a number such as −3/7 that can be expressed as the quotient or fraction p/q of two integers, a numerator p and a non-zero denominator q.
Down
- Is a number that can be expressed in the form a + bi, where a and b are real numbers, and i represents the “imaginary unit”, satisfying the equation i2 = -1.
- Of a set is a measure of the "number of elements" of the set
- Is a value of a continuous quantity that can represent a distance along a line
- Is colloquially defined as a number that can be written without a fractional component
- Is a set which contains all objects, including itself.
- Is the smallest infinite number.
- Is the unique set having no elements; its size or cardinality is zero.
15 Clues: A collection of elements • Is the smallest infinite number. • Is the set of all elements in the collection • Often denoted by Aᶜ, are the elements not in A. • Is a set which contains all objects, including itself. • the set containing all elements of A that also belong to B • Of a set is a measure of the "number of elements" of the set • ...
SET THEORY 2022-03-14
15 Clues: Ø • ∈ • ℵ • |A| • A ∆ B • A ∩ B • A ⊇ B • A ⊆ B • A ∪ B • A = B • a collection of elements • set of all possible values • all the objects that do not belong to set A • infinite cardinality of natural numbers set • cardinality of countable ordinal numbers set
Set Theory 2022-09-16
Across
- the number of elements of set A
- A is a superset of B, set A includes set B
- set A is not a superset of set B
- all the objects that do not belong to set A
- objects that belong to A and not to B
- A ∪ B
- a collection of elements
- set A is not a subset of set B
Down
- set of all possible values
- collection of 2 elements
- set of all ordered pairs from A and B
- no set membership
- set membership
- all subsets of A
- both sets have the same members
15 Clues: A ∪ B • set membership • all subsets of A • no set membership • collection of 2 elements • a collection of elements • set of all possible values • set A is not a subset of set B • the number of elements of set A • both sets have the same members • set A is not a superset of set B • set of all ordered pairs from A and B • objects that belong to A and not to B • ...
Set theory 2020-09-16
Set Theory 2020-09-22
Set Theory 2023-03-06
set theory 2022-03-18
Set Theory 2022-03-17
SET THEORY 2022-03-17
Across
- objects that belong to A and not to B
- the number of elements of set A
- A ⊇ B
- not set membership
- ℝ
- objects that belong to set A and set B
Down
- ℚ
- objects that belong to A or B but not to their intersection
- collection of 2 elements
- A ⊅ B
- a collection of elements
- set of all ordered pairs from A and B
- set of all possible values
- set membership
- All subset of A
15 Clues: ℚ • ℝ • A ⊅ B • A ⊇ B • set membership • All subset of A • not set membership • collection of 2 elements • a collection of elements • set of all possible values • the number of elements of set A • objects that belong to A and not to B • set of all ordered pairs from A and B • objects that belong to set A and set B • objects that belong to A or B but not to their intersection
SET THEORY 2022-03-18
Across
- A\B
- A∆B
- set A is not a subset of B
- all subsets of A
- (a,b)
- if all elements of set A are elements of the set B
- objects that belongs to set A or set B
Down
- #A
- A is subset of B, but A is not equal to B
- all objects that do not belong to set A
- set of all possible values
- collection of elements
- objects that belongs to set A and Set B
- elements of set A are also the elements of set B
- A=B
15 Clues: #A • A\B • A∆B • A=B • (a,b) • all subsets of A • collection of elements • set of all possible values • set A is not a subset of B • objects that belongs to set A or set B • all objects that do not belong to set A • objects that belongs to set A and Set B • A is subset of B, but A is not equal to B • elements of set A are also the elements of set B • ...
Set theory 2023-09-14
set theory 2023-09-11
Set Theory 2024-02-19
Set theory 2023-10-03
Across
- (∅) Denotes the set with no elements.
- (∈) Indicates that an element belongs to a particular set.
- (⊇) Signifies that one set is a superset of or equal to another set.
- (=) Both set have the same members.
- (⊆)Signifies that one set is a subset of or equal to another set.
- (a, b) Represents a pair of elements, where ‘a’ is the first element and ‘b’ is the second element.
- (∆)Objects that belongs to A or B but not their intersection.
- (∉) Indicates that an element does not belong to a particular set.
Down
- (A^c) Represents the set of all elements that are not in a given set.
- (⊃)Indicates that one set is a superset of another set but not equal to it.
- (∪)Represents the set containing all elements that are in at least one of the two sets.
- (⊂) Indicates that one set is a subset of another set but not equal to it.
- ( | ) Represents the number of elements in a set.
- (×)Denotes the two sets, typically written as A × B. It represents the set of all possible ordered pairs where the first element is from set A and the second element is from set B.
- (∩)Represents the set containing all elements that are in both of the two sets.
15 Clues: (=) Both set have the same members. • (∅) Denotes the set with no elements. • ( | ) Represents the number of elements in a set. • (∈) Indicates that an element belongs to a particular set. • (∆)Objects that belongs to A or B but not their intersection. • (⊆)Signifies that one set is a subset of or equal to another set. • ...
Set theory 2025-02-26
15 Clues: ∅ • ⊃ • ℤ • ⊆ • {} • ℵ₁ • A=B • A∩B • a∈A • |A| • P(A) • collection of two elements • set of all ordered pairs from A to B • objects that belong to A and not to B • all objects that do not belong to set A
SET THEORY 2025-02-24
Across
- both sets have the same members
- set A is not a subset of set B
- A U B
- A is a superset of B. set A includes set B
- {Z} = {...-3,-2,-1,0,1,2,3,...}
- no set membership
- ⊆
- the number of elements of set A
- A\B
Down
- objects that belong to set A and set B
- all the objects that do not belong to set A
- set of all ordered pairs from A and B
- all subsets of A
- set of all possible values
- a collection of elements
15 Clues: ⊆ • A\B • A U B • all subsets of A • no set membership • a collection of elements • set of all possible values • set A is not a subset of set B • both sets have the same members • {Z} = {...-3,-2,-1,0,1,2,3,...} • the number of elements of set A • set of all ordered pairs from A and B • objects that belong to set A and set B • A is a superset of B. set A includes set B • ...
Set Theory 2024-09-03
Set Theory 2022-03-17
Set Theory 2022-03-16
Across
- A ∪ B or objects that belong to set A and set B
- all the objects that do not belong to set A
- such that
- collection of elements
- both sets have the same members
- objects that belong to A or B but not to their intersection
- set A is not subset of set B
- set of all possible values
Down
- set of an ordered pairs from A and B
- objects that belong to set A and set B
- the number of elements of set A
- no set membership
- all subsets of A
- collection of two elements
- A is a subset of B. Set A is included in set B
15 Clues: such that • all subsets of A • no set membership • collection of elements • collection of two elements • set of all possible values • set A is not subset of set B • the number of elements of set A • both sets have the same members • set of an ordered pairs from A and B • objects that belong to set A and set B • all the objects that do not belong to set A • ...
Set Theory 2023-03-06
Set Theory 2022-09-16
Across
- the number of elements of set A
- A is a superset of B, set A includes set B
- set A is not a superset of set B
- all the objects that do not belong to set A
- objects that belong to A and not to B
- A ∪ B
- a collection of elements
- set A is not a subset of set B
Down
- set of all possible values
- collection of 2 elements
- set of all ordered pairs from A and B
- no set membership
- set membership
- all subsets of A
- both sets have the same members
15 Clues: A ∪ B • set membership • all subsets of A • no set membership • collection of 2 elements • a collection of elements • set of all possible values • set A is not a subset of set B • the number of elements of set A • both sets have the same members • set A is not a superset of set B • set of all ordered pairs from A and B • objects that belong to A and not to B • ...
Set Theory 2022-09-16
Across
- A ∪ B
- no set membership
- both sets have the same members
- objects that belong to A and not to B
- set A is not a superset of set B
- set of all ordered pairs from A and B
- all subsets of A
- collection of 2 elements
- set of all possible values
- the number of elements of set A
Down
- set A is not a subset of set B
- Ø = { }
- set membership
- all the objects that do not belong to set A
- a collection of elements
15 Clues: A ∪ B • Ø = { } • set membership • all subsets of A • no set membership • a collection of elements • collection of 2 elements • set of all possible values • set A is not a subset of set B • both sets have the same members • the number of elements of set A • set A is not a superset of set B • objects that belong to A and not to B • set of all ordered pairs from A and B • ...
SET THEORY 2021-09-07
15 Clues: |A| • A=B • A\B • AxB • AUB • (a,b) • such that • set membership • all subsets of a • a collection of elements • set A is not a subset og set B • objects that belong to set A and set B • A is a superset of B,set A includes set B • all the objects that do not belong to set A • A is a subset of B set A is included in set B
Set Theory 2023-09-08
Set theory 2023-09-08
Across
- subset a is subset of B but b is not equal to b
- object that belong to set A or B
- subset A is a subset of B. but b is not equal to b
- all the object that do not being to set A
- a is a subject of b
- set All subset of A
- of symbol set membership
- set cardinality of countable ordinal number set
Down
- the number of elements set A
- a collection of elements
- infinite cardinality of natural number set
- object that belong to set A
- both set have the same member
- pair Collection of 2 element
- complement object that belong to a and not to b
15 Clues: a is a subject of b • a collection of elements • set All subset of A • object that belong to set A • the number of elements set A • both set have the same member • of symbol set membership • object that belong to set A or B • pair Collection of 2 element • all the object that do not being to set A • infinite cardinality of natural number set • ...
Set theory 2023-09-08
Across
- subset a is subset of B but b is not equal to b
- object that belong to set A or B
- subset A is a subset of B. but b is not equal to b
- all the object that do not being to set A
- a is a subject of b
- set All subset of A
- of symbol set membership
- set cardinality of countable ordinal number set
Down
- the number of elements set A
- a collection of elements
- infinite cardinality of natural number set
- object that belong to set A
- both set have the same member
- pair Collection of 2 element
- complement object that belong to a and not to b
15 Clues: a is a subject of b • a collection of elements • set All subset of A • object that belong to set A • the number of elements set A • both set have the same member • of symbol set membership • object that belong to set A or B • pair Collection of 2 element • all the object that do not being to set A • infinite cardinality of natural number set • ...
SET THEORY 2024-08-30
15 Clues: Ø (symbol name) • Ac (symbol name) • |A| (symbol name) • (a,b) (symbol name) • A ⊃ B (symbol name) • a ∈ B (symbol name) • A ⊂ B (symbol name) • A ⊇ B (symbol name) • A ∩ B (symbol name) • A = B (symbol name) • A ∆ B (symbol name) • A ⊄ B (symbol name) • A ⊅ B (symbol name) • A ∪ B (symbol name) • A \ B or A - B (symbol name)
Set Theory 2024-09-02
Across
- - ⊇\supseteq⊇ (e.g., B⊇AB \supseteq AB⊇A)
- Set - ∅\emptyset∅ or {}\{\}{}
- Subset - ⊂\subset⊂ (e.g., A⊂BA \subset BA⊂B)
- an element of - ∉\notin∈/ (e.g., b∉Ab \notin Ab∈/A)
- Set - UUU (the set that contains all objects under consideration)
- Set - P(A)\mathcal{P}(A)P(A) or 2A2^A2A (the set of all subsets of AAA)
- - AcA^cAc or Aˉ\bar{A}Aˉ (the complement of AAA)
- Product - ×\times× (e.g., A×BA \times BA×B)
- - ∪\cup∪ (e.g., A∪BA \cup BA∪B)
Down
- Sets - ∩=∅\cap = \emptyset∩=∅ (sets with no elements in common)
- - ∖\setminus∖ (e.g., A∖BA \setminus BA∖B)
- - ⊆\subseteq⊆ (e.g., A⊆BA \subseteq BA⊆B)
- Superset - ⊃\supset⊃ (e.g., B⊃AB \supset AB⊃A)
- - {}\{ \}{} (e.g., {a,b,c}\{a, b, c\}{a,b,c})
- - ∩\cap∩ (e.g., A∩BA \cap BA∩B)
- of - ∈\in∈ (e.g., a∈Aa \in Aa∈A)
16 Clues: Set - ∅\emptyset∅ or {}\{\}{} • - ∩\cap∩ (e.g., A∩BA \cap BA∩B) • - ∪\cup∪ (e.g., A∪BA \cup BA∪B) • of - ∈\in∈ (e.g., a∈Aa \in Aa∈A) • - ∖\setminus∖ (e.g., A∖BA \setminus BA∖B) • - ⊆\subseteq⊆ (e.g., A⊆BA \subseteq BA⊆B) • - ⊇\supseteq⊇ (e.g., B⊇AB \supseteq AB⊇A) • Product - ×\times× (e.g., A×BA \times BA×B) • Subset - ⊂\subset⊂ (e.g., A⊂BA \subset BA⊂B) • ...
SET THEORY 2025-02-22
Across
- Ø
- such that
- all subsets of A
- objects that belong to set A and set B
- infinite cardinality of natural numbers set
- objects that belong to A and not to B
Down
- A'
- a collection of elements
- collection of 2 elements
- set of all possible values
- the number of elements of set A
- both sets have the same members
- set A is not a subset of set B
- A is a superset of B. set A includes set B
- A⋃B
15 Clues: Ø • A' • A⋃B • such that • all subsets of A • a collection of elements • collection of 2 elements • set of all possible values • set A is not a subset of set B • the number of elements of set A • both sets have the same members • objects that belong to A and not to B • objects that belong to set A and set B • A is a superset of B. set A includes set B • ...
SET THEORY 2025-02-22
Across
- Ø
- such that
- all subsets of A
- objects that belong to set A and set B
- infinite cardinality of natural numbers set
- objects that belong to A and not to B
Down
- A'
- a collection of elements
- collection of 2 elements
- set of all possible values
- the number of elements of set A
- both sets have the same members
- set A is not a subset of set B
- A is a superset of B. set A includes set B
- A⋃B
15 Clues: Ø • A' • A⋃B • such that • all subsets of A • a collection of elements • collection of 2 elements • set of all possible values • set A is not a subset of set B • the number of elements of set A • both sets have the same members • objects that belong to A and not to B • objects that belong to set A and set B • A is a superset of B. set A includes set B • ...
Set Theory 2022-03-15
Set theory 2022-03-16
Across
- ba, |
- subset, A ⊄ B
- set, all subsets of A
- set, set of all possible values
- cardinality of countable ordinal numbers set
- a collection of elements
- difference, A ⊖ B
- objects that belong to set A and set B
- A ∪ B
Down
- both sets have the same members
- Ac
- A ⊇ B
- set, Ø = { }
- A is a subset of B. set A is included in set B.
- #A
15 Clues: Ac • #A • ba, | • A ⊇ B • A ∪ B • set, Ø = { } • subset, A ⊄ B • difference, A ⊖ B • set, all subsets of A • a collection of elements • both sets have the same members • set, set of all possible values • objects that belong to set A and set B • cardinality of countable ordinal numbers set • A is a subset of B. set A is included in set B.
Set Theory 2022-03-11
Across
- represented by the symbol "A ∩ B"
- represented by the symbol "Ø"
- represented by the symbol "ℝ"
- represented by the symbol "|A|"
- it means "such that"
- set of all possible values
Down
- represented by the symbol "(a,b)"
- means all the objects that do not belong
- represented by the symbol "A×B"
- means all sets have the same members
- represented by the symbol "A ∪ B"
- represented by the symbol "P(A)"
- represented by the symbol "A ⊇ B"
- represented by the symbol "A ⊆ B"
- a collection of elements
15 Clues: it means "such that" • a collection of elements • set of all possible values • represented by the symbol "Ø" • represented by the symbol "ℝ" • represented by the symbol "A×B" • represented by the symbol "|A|" • represented by the symbol "P(A)" • represented by the symbol "(a,b)" • represented by the symbol "A ∩ B" • represented by the symbol "A ∪ B" • ...
Set theory 2022-03-17
Across
- The first of the transfinite cardinal numbers.
- is the unique set having no elements
- the set theory symbol for the smallest infinite set larger than. (Aleph-0), which in turn is equal to the cardinal number of the set of countable ordinal numbers.
- the set of all ordered pairs (x, y) such that x belongs to A and y belongs to B.
- includes the set of real numbers ® and the set of pure imaginary numbers.
- those elements in A or B, but not in both A and B.
- A set that contains all the subsets of a given set along with the empty set
- a set of elements in the universal set that is not part of the original set
- When a point, object, or number does not belong to a specified set
Down
- the number of elements in a given mathematical set.
- is used in mathematical set theory to indicate that a point, object, or number belongs to a certain set
- a pair of objects
- the set of elements contained in a given set that are not elements of another specified set.
- the union of the set of rational numbers (Q) and the set of irrational numbers
- is a set which contains all objects, including itself
15 Clues: a pair of objects • is the unique set having no elements • The first of the transfinite cardinal numbers. • those elements in A or B, but not in both A and B. • the number of elements in a given mathematical set. • is a set which contains all objects, including itself • When a point, object, or number does not belong to a specified set • ...
Set Theory 2022-03-17
SET THEORY 2022-03-14
set theory 2022-03-18
set theory 2022-03-18
Set Theory 2022-09-16
Across
- A ∪ B
- set of all ordered pairs from A and B
- set of all possible values
- objects that belong to A and not to B
- no set membership
- collection of 2 elements
Down
- both sets have the same members
- set A is not a subset of set B
- the number of elements of set A
- A is a superset of B, set A includes set B
- set A is not a superset of set B
- all the objects that do not belong to set A
- a collection of elements
- set membership
- all subsets of A
15 Clues: A ∪ B • set membership • all subsets of A • no set membership • a collection of elements • collection of 2 elements • set of all possible values • set A is not a subset of set B • both sets have the same members • the number of elements of set A • set A is not a superset of set B • set of all ordered pairs from A and B • objects that belong to A and not to B • ...
Set Theory 2023-09-14
Set theory 2023-09-14
Across
- the objects they make up a set.
- a set with no elements.
- a set whose elements are all numbers of another set.
- a set containing all elements considered in a given problem.
- ⊄
- ∪
- is a collection of objects or elements.
- ∩
Down
- ∅
- ∉
- a branch of Mathematics that studies the nature of set.
- \
- a set with no elements in common.
- use to show set membership.
- ⊆
15 Clues: ∅ • ∉ • \ • ⊄ • ⊆ • ∪ • ∩ • a set with no elements. • use to show set membership. • the objects they make up a set. • a set with no elements in common. • is a collection of objects or elements. • a set whose elements are all numbers of another set. • a branch of Mathematics that studies the nature of set. • a set containing all elements considered in a given problem.
set theory 2024-09-02
15 Clues: Ø • Ac • |B| • A ∩ B • A ⊃ B • A ⊂ B • set membership • all subsets of C • collection of 2 elements • a collection of elements • both sets have the same members • left set is not a subset of right set • set of all ordered pairs from A and B • Elements that belong to set A or set B • subset has few or all elements equal to the set
Set Theory 2023-03-09
15 Clues: Z • C • A ⊅ B • A ∆ B • Ø = { } • numbers set Q • natural numbers • all subsets of C • equal to the set B • collection of 2 elements • the number of elements of set • both sets have the same members • few or all elements equal to the set • elements that belong to set A or set B • all the objects that do not belong to set A
SET THEORY 2025-02-24
Across
- - Objects that belong to both set A and set B
- - The set of all subsets of A (alternative notation for 2ᴬ)
- - The set of all sedenion numbers
- - Set A is included in set B (A may be equal to B )
- - Set A includes set B (A may be equal to B )
- - The smallest infinity, cardinality of natural numbers
Down
- - The set of all octonion numbers
- - The set of all quaternion numbers
- - In logic, means
- - The set of all possible elements under discussion
- - A collection of elements
- - A set with no elements, denoted as Ø = { }
- - All objects that do not belong to set A
- - Objects that belong to set A or set B (or both)
- - Both sets have the same elements
15 Clues: - In logic, means • - A collection of elements • - The set of all octonion numbers • - The set of all sedenion numbers • - Both sets have the same elements • - The set of all quaternion numbers • - All objects that do not belong to set A • - A set with no elements, denoted as Ø = { } • - Objects that belong to both set A and set B • ...
set theory 2025-02-26
Across
- – The set containing all elements from two or more sets (∪).
- – A collection of distinct objects.
- Pair – A pair of elements where order matters.
- Set – A set with an uncountable number of elements.
- Product – The set of all ordered pairs from two sets.
- – The set containing only the common elements of two sets (∩).
- Sets – Two sets that have no elements in common.
- – A set whose elements are all contained in another set.
- Set – The set of all subsets of a given set.
Down
- – The set of elements not in a given set.
- – The number of elements in a set.
- Diagram – A visual representation of set relationships.
- Set – A set with no elements (∅).
- Set – The set containing all elements under consideration.
- Set – A set with a countable number of elements.
15 Clues: Set – A set with no elements (∅). • – The number of elements in a set. • – A collection of distinct objects. • – The set of elements not in a given set. • Set – The set of all subsets of a given set. • Pair – A pair of elements where order matters. • Set – A set with a countable number of elements. • Sets – Two sets that have no elements in common. • ...
SET THEORY 2025-02-28
Across
- collection of 2 elements
- objects that belong to A and not to B
- set A is not a subset of set B
- such that
- set of all possible values
Down
- A'
- all subsets of A
- both sets have the same members
- infinite cardinality of natural numbers set
- A is a superset of B. set A includes set B
- the number of elements of set A
- objects that belong to set A and set B
- A⋃B
- Ø
- a collection of elements
15 Clues: Ø • A' • A⋃B • such that • all subsets of A • collection of 2 elements • a collection of elements • set of all possible values • set A is not a subset of set B • both sets have the same members • the number of elements of set A • objects that belong to A and not to B • objects that belong to set A and set B • A is a superset of B. set A includes set B • ...
set theory 2022-03-18
Set Theory 2021-07-14
Across
- No common elements are there in a set
- No. of elements in a set are finite or limited.
- When two sets have equal no. of elements
- ____ is denoted by U
- A non-empty set of all the subsets under consideration
- Set of all possible subsets
- ____ letters are used to represent sets
Down
- The ____ in which elements appear isn't important
- A set that has only one element.
- Another name for the objects in a set
- A set that is represented by {}
- Two sets are said to be ____ when every element of A & B are the same
- Every element of Set A is an element of Set B
- Sets that intersect are drawn this way
14 Clues: ____ is denoted by U • Set of all possible subsets • A set that is represented by {} • A set that has only one element. • No common elements are there in a set • Another name for the objects in a set • Sets that intersect are drawn this way • ____ letters are used to represent sets • When two sets have equal no. of elements • Every element of Set A is an element of Set B • ...
Set theory 2021-09-29
Across
- Disepakatai AFTA pada bulan
- salah satu sumber devisa negara
- Perbatasan negara Kamboja
- Negara penghasil padi terbesar di Asean
- ASEAN Economic community
- tempat pelaksanaan KTT II APEC
- Mata pencharian utama penduduk vietnam
- masyarakat ekonomi Asean
Down
- negara transit teramai di Asia
- Salah satu barang ekspor singapura
- North American Free trade Area
- sungai yang mengaliri kamboja
- penghasil kelapa sawit terbesar di Asia
- ASEAN Free Trade Area adalah
- Asia pacific cooperation
15 Clues: ASEAN Economic community • Asia pacific cooperation • masyarakat ekonomi Asean • Perbatasan negara Kamboja • Disepakatai AFTA pada bulan • ASEAN Free Trade Area adalah • sungai yang mengaliri kamboja • negara transit teramai di Asia • North American Free trade Area • tempat pelaksanaan KTT II APEC • salah satu sumber devisa negara • Salah satu barang ekspor singapura • ...
Set theory 2024-02-21
15 Clues: | • #A • A×B • A ∆ B • A \ B • (a,b) • A ∩ B • A ∪ B • A - B • A ⊆ B • Ø = { }. • all subsets of A. • a collection of elements. • meaning or definition of a∈A. • both sets have the same members.
Set Theory 2024-02-23
Set Theory 2022-09-08
SET THEORY 2020-09-21
Set Theory 2022-04-10
Across
- Ø={}
- set A is not a superset of set B
- both sets have the same members
- the number of elements of set A
- R
- collection of elements
- Z={...,−3,−2,−1,0,1,2,3,...}
Down
- all subsets of A
- collection of 2 elements
- objects that belong to set A
- set of all possible values
- infinite cardinality of natural numbers set
- A is a superset of B. set A includes set B
- cardinality of countable ordinal numbers set
- U
15 Clues: R • U • Ø={} • all subsets of A • collection of elements • collection of 2 elements • set of all possible values • objects that belong to set A • Z={...,−3,−2,−1,0,1,2,3,...} • both sets have the same members • the number of elements of set A • set A is not a superset of set B • A is a superset of B. set A includes set B • infinite cardinality of natural numbers set • ...
Set Theory 2024-03-04
Set Theory 2022-03-18
SET THEORY 2022-03-17
Across
- subset has few or all elements equal to the set
- all the objects that do not belong to set A
- product, set of all ordered pairs from A and B
- Elements that belong to both the sets, A and B
- { }
- Theory, a collection for different types of objects
- both sets have the same members
Down
- set A has more elements or equal to the set B
- a collection of elements
- set, all subsets of C
- pair, collection of 2 elements
- the number of elements of set B
- Elements that belong to set A or set B
- set, Ø = { }
- of, a∈B
15 Clues: { } • of, a∈B • set, Ø = { } • set, all subsets of C • a collection of elements • pair, collection of 2 elements • the number of elements of set B • both sets have the same members • Elements that belong to set A or set B • all the objects that do not belong to set A • set A has more elements or equal to the set B • product, set of all ordered pairs from A and B • ...
SET THEORY 2022-09-15
15 Clues: Ø • {} • #A • A–B • A/B • A=B • (a,b) • element of • all subset of A • infinite cardinality • set all possible values • set A is included in set B • Set A is not a subset of set B • objects that belong to set A or set B • all objects that do not belong to set A
set theory 2022-03-18
SET THEORY 2022-03-16
Across
- objects that belong to set A and set B
- ℚ
- collection of 2 elements
- objects that belong to A and not to B
- objects that belong to A or B but not to their intersection
- A ⊅ B
Down
- the number of elements of set A
- set membership
- set of all possible values
- ℝ
- not set membership
- A ⊇ B
- a collection of elements
- All subset of A
- set of allordered pairs from A and B
15 Clues: ℝ • ℚ • A ⊇ B • A ⊅ B • set membership • All subset of A • not set membership • a collection of elements • collection of 2 elements • set of all possible values • the number of elements of set A • set of allordered pairs from A and B • objects that belong to A and not to B • objects that belong to set A and set B • objects that belong to A or B but not to their intersection
Set Theory 2022-03-16
Set theory 2024-02-22
Set Theory 2023-09-10
Across
- set is often denoted as ∅
- pair is a collection of two elements
- both sets have the same member
- is an operation that creates a new set containing all the distinct elements from the input sets
- are sets A and B is denoted by the symbol "∩"
- superset is a relationship between sets is denoted by the symbol "⊃" (or sometimes "⊋")
- complement is an object that belong to A but not B
- is a set that contains all the elements of another set, including the elements of the other set itself
Down
- is the number of elements of set A
- is the set of all elements that belong to the universal set but not to the given set
- product is an operation that combines two sets to create a new set
- is denoted by the symbol "⊆."
- set is a set of all possible values
- is a collection of elements
- subset is a subset relationship between two sets where one set is contained within another, and the two sets are not equal
15 Clues: set is often denoted as ∅ • is a collection of elements • is denoted by the symbol "⊆." • both sets have the same member • is the number of elements of set A • set is a set of all possible values • pair is a collection of two elements • are sets A and B is denoted by the symbol "∩" • complement is an object that belong to A but not B • ...
Set theory 2020-09-17
Across
- A is a superset of B,set A includes set B
- cardinality of countable ordinal numbers
- collection of elements
- set set of all possible values
- objects that belong to set A or set B
- object belongs to set A and set B
- all subsets A
- complement objects that belong to A and B
Down
- set of all ordered pairs from A to B
- collection of two elements
- element of
- A is a subset of B ,but A is not equal to B
- Z
- the number of elements of set A
14 Clues: Z • element of • all subsets A • collection of elements • collection of two elements • set set of all possible values • the number of elements of set A • object belongs to set A and set B • set of all ordered pairs from A to B • objects that belong to set A or set B • cardinality of countable ordinal numbers • A is a superset of B,set A includes set B • ...
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