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Question

Examine each conjecture below involving operations on sets A and B.

a. Explain or illustrate why the conjecture is true or false. For example, you might draw Venn diagrams to give a "proof without words" for whether it is true or false.

- Conjecture I: $\quad$ A - B = A $\cap$ B$^{\prime}$
- Conjecture II: $\quad$ A - B$^{\prime}$ = A $\cap$ B

b. For each conjecture that is true, describe the statement in words.

Solution

VerifiedAnswered 2 years ago

Answered 2 years ago

Step 1

1 of 9a.)

Let $U$ be the universal set.

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