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kenewbie
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Homework Statement
The probability that a random person has disease A is 0.04. The probability that the person has disease B is 0.05 The probability that he has both disease A and B is 0.002.
Are the two diseases independent?
The Attempt at a Solution
I can solve this, that is not the problem. What bothers me is that my book states _as a rule_ that if P(A [intersection] B) = P(A) * P(B) then A and B are independent of each other.
This sounds mindboggingly wrong to me. You cannot simply pick 100.000 people, tally how many that has AIDS and how many have the sniffles, and if the product happens to agree with the intersection then lo and behold, they are dependant on each other!
What am I missing here?
k
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