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For B given sets, let P(A). P(B), and P(AU B) be the power" sets of the sets A_ B. and AU B respectively. Prove O1 disprove that P(AUB) = P(A)U P(B) (For dispr...

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For B given sets, let P(A). P(B), and P(AU B) be the power" sets of the sets A_ B. and AU B respectively. Prove O1 disprove that P(AUB) = P(A)U P(B) (For disprove, an example is enough: (b Prove o1" disprove that P(A) U P(B) â‚¬ P(AUB)_ (For disprove, an example is enough. Do part (a) O1 part (b) only W! I will NOT grade this problem unless you clearly(WW!) state which part is for grading!

For B given sets, let P(A). P(B), and P(AU B) be the power" sets of the sets A_ B. and AU B respectively. Prove O1 disprove that P(AUB) = P(A)U P(B) (For disprove, an example is enough: (b Prove o1" disprove that P(A) U P(B) â‚¬ P(AUB)_ (For disprove, an example is enough. Do part (a) O1 part (b) only W! I will NOT grade this problem unless you clearly(WW!) state which part is for grading!

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