Questions: Shade (A' ∪ B') ∩ C on the Venn diagram.

Shade (A' ∪ B') ∩ C on the Venn diagram.
Transcript text: Shade $\left(A^{\prime} \cup B^{\prime}\right) \cap C$ on the Venn diagram.
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Solution

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Solution Steps

Step 1: Find A' ∪ B'

A' is everything outside of A. B' is everything outside of B. A' ∪ B' is everything outside of the intersection of A and B.

Step 2: Find (A' ∪ B') ∩ C

This is the intersection of everything outside the intersection of A and B and everything inside C.

Final Answer

The shaded area represents (A'∪B')∩C. It includes all of C except the portions that overlap both A and B.

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_________ | | | A | B | / \ | / \ | / C \ |/ \ | \_____/ | \_____/ |_________|

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