Equal and Equivalent sets

All equal sets are equivalent sets

• False

• True

• Maybe

Equal sets have

• the exact same elements

• the same number of elements

• the opposite

• nothing

Equivalent sets have

• the opposite elements

• nothing

• the exact same elements

• the same number of elements

A= {letters in the word SEAT}

B= {letters in the word TASTE}

Determine if these two seats are equal or equivalent.

• Equivalent because they have the same letters

• Not equal because SEAT has 4 letters and TASTE has 5 letters

• Equal because each set has the same amount and the same letters.

Tags

CCSS.HSN.VM.C.6

The objects in the set are called its

• items

• members

• elements

• objects

Tags

CCSS.4.OA.B.4

Which of the following is an example of a well defined a set?

• Set of Math books in the library

• Set of nice objects

• Set of large objects

• Set of small boxes

Which of the following is true?

• If two sets are equivalent, then they are equal.

• The of elements in an empty set is 1.

• If two sets have exactly the same elements, then they are equal.

• if two sets are equal, then they are equivalent.

Determine if these two sets are equal or equivalents.

A= {2, 6, 10, 14}

B= {6, 2, 14, 16)}

• Equal

• Equivalent

Given T= {m, 4, 7, 9} and

H= {4, 9, 3, n}

If set T and set H are equal sets,

then what is the value of m + n?

• 14

• 8

• 10

• 12