Sebastian, I thought of including that as a disclaimer, and decided against it because I figured y’all were capable of working that part out by yourselves. Unless both figures are equal to 0, I think it is rather improbable that in a set of 10 jazz players, they are all accountants.
The probability of P(A&B) should always be strictly less than P(B), since just as infinity is not an integer, 1.0 is not a probability, and this includes the probability P(A|B). However you may drop the remainder if it is below the precision of your arithmetic.
Sebastian, I thought of including that as a disclaimer, and decided against it because I figured y’all were capable of working that part out by yourselves. Unless both figures are equal to 0, I think it is rather improbable that in a set of 10 jazz players, they are all accountants.
The probability of P(A&B) should always be strictly less than P(B), since just as infinity is not an integer, 1.0 is not a probability, and this includes the probability P(A|B). However you may drop the remainder if it is below the precision of your arithmetic.