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please answer question 2?3?4
A continuous random variable Y has the following probability density function (pdf) cer, 01 (? > 0) y ) Determine c as a function of ?. Then, for the case ? 2, evaluate c, calculate the maximum value of f(v), and show this value in a sketch of fo). (b) Determine F), the cumulative distribution function (edf) of Y. Then, for the case ? = 2, calculate the value of F(0) and show this value in a sketch of F(y). ?-2. Also (c) Determine ? EY as a function of ? , and evaluate determine the value of 2 for which u 0. ? for the case (d) Determine m=Median(Y) as a function of ?, and then evaluate this function for ? = 1, 2, 3, 5 and 10, correct to at least one significant digit. Also, calculate , the value of ? for which ml 0, Then sketch m over the range 1 ? s10, and mark in the points at ? 1, 2, 3, 5, 10 and A)
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please answer question 2?3?4 A continuous random variable Y has the following probability density function (pdf)...
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