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PLS HELP!!! 20 POINTS!!!!!

Which of the following is the correct value and interpretation of P(F|B)?

A) P(F|B) = 0.51; given that the student prefers brand B, there is a 0.51 probability that their strongest stroke is freestyle.

B) P(F|B) = 0.51; given that the student’s strongest stroke is freestyle, there is a 0.51 probability that they prefer brand B.

C) P(F|B) = 0.58; given that the student prefers brand B, there is a 0.57 probability that their strongest stroke is freestyle.

D) P(F|B) = 0.58; given that the student’s strongest stroke is freestyle, there is a 0.57 probability that they prefer brand B.

Respuesta :

bryson080420

Answer:

I believe it is: P(F|B) = 0.51; given that the student prefers brand B, there is a 0.51 probability that their strongest stroke is freestyle.

Step-by-step explanation:

26/51=0.509

Round up to 0.51

The conditional order P(A|B) means that given that A is occurring, what's the probability that B occurs. Thus giving me answer A. Given that B is the preferred brand, what's the probability of freestyle being the strongest stroke. 0.51

Answer:

its A !!!!!!

Step-by-step explanation:

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