Answered You can hire a professional tutor to get the answer.
Consider random variable X with probability density function pdf ????????(????|????) =(????1)/(????^????), where x1, ???? 1 a) Find CDF Let
Consider random variable X with probability density function pdf ????????(????|????) =(????−1)/(????^????), where x>1, ???? > 1
a) Find CDF
Let X1,…,Xn be a random sample from the pdf ????????(????|????) =(????−1)/(????^????), where x>1, ???? > 1
b) Find pdf for minimum X(1) and maximum X(n)
c) Find an estimator for ???? using maximum likelihood.
d) Find 95% confidence interval for ????