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In a box are a carton of dairy milk and Boonville chocolates. Two items are chosen at random from the box, without replacement. The probability of selecting dairy milk and then a Boonville chocolate is 0.47. The probability of selecting dairy milk on the first draw is 0.71. What is probability selecting a Boonville chocolate on the second draw. Given that the first chocolate drawn was dairy milk?
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Probability of choosing items in order is described as \[(probability of first item)\times (probability of second item)\] And that equals overall probability So I would solve\[.71x=.47\] Where x is the probability of drawing a chocolate
the answer is 0.66197183098
Yep that's correct
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