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OpenStudy (anonymous):
Mike determined that some children like to eat cake, some like to eat cookies, and others don't like to eat cake or cookies. He calculated the probabilities and created the Venn diagram below: @kropot72
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OpenStudy (anonymous):
OpenStudy (anonymous):
im not sure of this one i feel like the answer is .20 but idk
OpenStudy (zarkon):
P(cake|cookies)=P(cake and cookies)/P(cookies)
OpenStudy (kropot72):
\[P(eats\ cookies \cap eats\ cake)=0.1\] \[P(eats\ cookies)=0.5+0.1=0.6\] Required probability is therefore: \[\frac{0.1}{0.6}\]
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