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A machine designed to fill 16 liter water bottles actually dispenses a random amount between 15 and 17 liters. The amount of water dispensed (x) is a uniform(15,17) variable. What is the probability that the bottle has less than 15.5 liters of water?
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The the question has\[P(x<15.5)=P(15<x<15.5)\]
Probability total from 15 to 17 is = 1 Uniform means the total probability is proportional to the size of x from 15 toward 17/. Thus P(<16) = 0.5, P(<15/5) + 1/4.
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