"And" probabilities can always be determined using the formula P(A and B)equalsP(A)timesP(B). Question content area bottom Part 1 Choose the correct answer below. A. This statement is true. B. This statement is false. "And" probabilities can be determined using the formula Upper P left parenthesis Upper A and Upper B right parenthesis equals Upper P left parenthesis Upper A right parenthesis times Upper P left parenthesis Upper B right parenthesis only if A and B are independent. Otherwise, they can be found using the formula P(A and B)equalsP(A)timesP(B|A). C. This statement is false. "And" probabilities can only be determined using the formula P(A and B)equalsP(A)timesP(B|A). D. This statement is false. "And" probabilities can always be determined using the formula P(A and B)equalsP(A)plusP(B)