The probability that a dessert sold at a certain cafe contains chocolate is 74%. The probability that a dessert contains both chocolate and nuts is 24%. Find the probability that a randomly chosen chocolate dessert contains nuts.
isn't it 24/98?
\[P(A|B) = \frac{ P(A∩B) }{ P(B) }\]
i'm kind of confused. how would you set it up?
you need probability that a randomly chosen chocolate dessert contains nuts, this means you need probability that a randomly chosen contains nuts given that it contains chocolate
A: the dessert contain nuts B: the dessert contain chocolate
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probability that a dessert contains both chocolate and nuts is P(A and B) probability that a dessert contains chocolate is P(B)
now use the formula to get P(A|B)
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