Sequences And Sets Flashcards

1
Q

The number in a geometric sequence that is represented by the letter r, it is the difference between two consecutive terms

A

Common ratio

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2
Q

The number that is added or subtracted to produce the next number in a sequence, represented by the letter d

A

Common difference

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3
Q

Each successive term is obtained by multiplication or division by a common ratio.

A

Geometric sequence

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4
Q

Each successive term is obtained by adding or subtracting by a common difference.

A

Arithmetic sequence

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5
Q

Each term is obtained by adding the previous terms together.

A

Fibonacci

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6
Q

Individually noting each element in a set, separated by comma’s. eg setA={a,g,j,l}

A

Roster method

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7
Q

Any collection of objects

A

Set

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8
Q

When two sets have the same number of elements and can be paired together.

A

1 to 1 correspondence

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9
Q

Sets that have the same number of elements, denoted by ~

A

Equivalent sets

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10
Q

Denoted by the letter “u” it is the set containing all the elements being considered in a given discussion. In a Venn diagram, it is represented by a square.

A

Universal set

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11
Q

Denoted by n(A), it is the number of elements in a set.

A

Cardinal number

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12
Q

When elements of one set are in another set.

A

Subset

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13
Q

Every element is in the set and is not equal to the set.

A

Proper subset

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14
Q

When two sets are added together

A

Union

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15
Q

The overlapping portion of two sets denoted by an upside down U

A

Intersection

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16
Q

The area not included in the set, denoted by a line above

A

Complement

17
Q

The part of a set that is left over when the common elements of the sets are removed

A

Set difference

18
Q

Donated by AxB, it is the set of all ordered pairs (x,y), x€a, amd y€b, in general, n(AxB)=n(a) x n(B)

A

Cartesian product