Probability?? Someone please help!
The probability that a student takes a history class and a sociology class is 0.051. The probability that a student takes a history class is 0.32. What is the probability that a student takes a sociology class given that the student is taking a history class?
0.051 0.159 0.269 0.32
I'm more confused on the question than the answer.
This is a conditional probability. \[P(A |B)=\frac{P(AB)}{P(B)} \]
I'm more confused on the question. The question at the end is just asking for the first sentence, is it not? Or am I missing something or reading it wrong. The way I'm reading it, it would be 0.051 or 0.32
No. you are given these quantities: Denote H = taking history S = taking sociology \(P(H\cap S)=0.051 \) \(P(H)=0.32)\) And they are asking for \(P(S|H)\)
Wait. I think I might know. Tell me if I'm correct please? To make it short: \[\frac{ 0.051 }{ 0.32 }=0.159\]
That's what makes sense to me but I'm not sure 100%
Yep indeed.
Okay, thanks for helping!
np
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