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When do two sets have a one-to-one correspondence? Group of answer choices a)When you can count both sets. B)When you can make a table where

When do two sets have a one-to-one correspondence?

Group of answer choices

a)When you can count both sets.

B)When you can make a table where all the objects in one set are used up.

C)When you can make a table with objects from both sets in it.

d)When the objects in the sets can be paired evenly - no repeats, no leftovers.

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