Question: 2. The distribution function for the duration of a certain soap opera (in tens of hours) is F (x) = 1
2. The distribution function for the duration of a certain soap opera (in tens of hours) is F (x) = 1 − 16 x2 x ≥ 4 0 x < 4.
(a) Calculate f , the probability density function of the soap opera.
(b) Sketch the graphs of F and f .
(c) What is the probability that the soap opera takes at most 50 hours? At least 60 hours? Between 50 and 70 hours? Between 10 and 35 hours?
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Given The cumulative distribution function CDF Fx for the duration of a soap opera in tens of hours is defined as Fx begincases 1 16x2 textfor x geq 4 ... View full answer
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