Question
The probability of $A$ is 0.80 , the probability of $B$ is 0.10 , and the probability of both is 0.08 . What is the conditional probability of $A$, given $B$ ? Are $A$ and $B$ independent in a probability sense?
Step 1
08 and P(B) = 0.10, so we can plug these values into the formula: P(A|B) = 0.08 / 0.10 = 0.8 So, the conditional probability of A given B is 0.8. Show more…
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The probability of $A$ is $0.80$, the probability of $B$ is $0.10$, and the probability of both is $0.08$. What is the conditional probability of $A$, given $B$ ? Are $A$ and $B$ independent in a probability sense?
The probability of A is 0.80, the probability of B is 0.10, and the probability of both is 0.08. What is the conditional probability of A, given B? Are A and B independent in a probability sense?
The probability of A is 0.80, the probability of B is 0.10 and probability of both is 0.08. What is the conditional probability of A, given B? are A and B independent in a probability sense?
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