SET, RELATIONS AND FUNCTIONS SET Flashcards

1
Q
  • a collection of well-defined objects
A

SET, RELATIONS AND FUNCTIONS

SET

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2
Q

2 ways of representing a set:

A

The Roster Method

Set-Builder Notation

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3
Q

Used to represent a set by listing each
element of the set inside a pair of
braces

A

The Roster Method

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4
Q

Used to represent a set, by describing

its elements.

A

Set-Builder Notation

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5
Q

are used to separate

the elements.

A

Commas

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6
Q

is the set that contains no elements.

A

EMPTY SET/NULL SET ( { } , ∅ )

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7
Q

The number of elements in the set.

A

CARDINAL NUMBER OF A FINITE

SET

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8
Q

if and only if they have exactly

the same elements.

A

Equal

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9
Q

the set of all elements that are being

considered

A

UNIVERSAL SET

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10
Q

a set of ordered pair of mathematical

quantities.

A

RELATION

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11
Q

is the set of
first coordinates of the ordered pairs of
that relation

A

The domain of a relation

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12
Q

is the set of
second coordinates of the ordered
pairs of that relation.

A

The range of a relation

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13
Q

is the set of
points in the plane that correspond to
the ordered pairs of that relation

A

The graph of a relation

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14
Q
f is a special type of a relation
such that no two ordered pairs of the
set have different second coordinates
corresponding to the same first
coordinate
A

FUNCTIONS

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15
Q

The set of all the first coordinates of the

ordered pair

A

domain of the

function

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16
Q

The set of all second coordinates of the

ordered pairs

A

range of the

function