Let A∪B = {x|(x - a)(x - b) > 0, where a < b}. What are A and B equal to?

A = {x|x < a} and B = {x|x < b}

A = {x|x > a} and B = {x|x > b}

A = {x|x > a} and B = {x|x < b}

Let A∪B = {x|(x - a)(x - b) > 0, where a < b}. What are A and B equa

1.	Let A∪B = {x\|(x - a)(x - b) > 0, where a < b}. What are A and B equal to?
A.	A = {x\|x > a} and B = {x\|x > b}
B.	A = {x\|x < a} and B = {x\|x > b}
C.	A = {x\|x < a} and B = {x\|x < b}
D.	A = {x\|x > a} and B = {x\|x < b}
Answer» C. A = {x\|x < a} and B = {x\|x < b}

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