Tell whether the statement is true or false.
-$\{ 7,10,11,13 \} \cap \{ 10,11,14,15 \} = \{ 10,11 \}$
A) True
B) False

Name: Tell whether the statement is true or false. -$\{ 7,10,11,13 \} \cap \{ 10,11,14,15 \} = \{ 10,11 \}$ A) True B) False
Brand: Quizplus
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Question

Quizplus · Accepted Answer

The statement is true because the intersection of the two sets $\{ 7,10,11,13 \}$ and $\{ 10,11,14,15 \}$ is indeed $\{ 10,11 \}$, which contains all the elements that are common to both sets.

Tell Whether the Statement Is True or False {7,10,11,13}∩{10,11,14,15}={10,11}\{ 7,10,11,13 \} \cap \{ 10,11,14,15 \} = \{ 10,11 \}{7,10,11,13}∩{10,11,14,15}={10,11}

Tell Whether the Statement Is True or False $\{ 7,10,11,13 \} \cap \{ 10,11,14,15 \} = \{ 10,11 \}$