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Algebra 1 - Chapter 3

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Section 1

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complement of a set

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Algebra Math

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Mar 1, 2020

Cards (11)

Section 1

(11 cards)

complement of a set

Front

the set of all elements in the universal set that are not in a given set. [p. 212]

Back

disjoint sets

Front

two or more sets that do not have any elements in common. [p. 231]

Back

roster form

Front

one way to write sets-it lists the elements of a set within braces. [p. 210] EX: [1 2 3 4]

Back

compound inequality

Front

two or more inequalities joined together by either "and" or "or". [p. 216]

Back

intersection

Front

the set of all elements that two ore more sets have in common. [p. 231]

Back

union

Front

the set of all elements that belong to two sets with no repeats. [p. 230]

Back

set-builder notation

Front

one way to write a set-it describes the properties an element must have to be included in a set. [p. 210]

Back

universal set

Front

the set of all possible elements from which subsets are formed. [p. 212]

Back

equivalent inequalities

Front

inequalities that have the same solutions. [p. 184]

Back

solution of an inequality

Front

is any numbers that make an inequality true. [p. 175]

Back

empty set

Front

a set with no elements. [p. 211]

Back