Answer Happy

Here are the datasets. Each has 10 data values. Problems 9 & 10 2.85 11.07 3.84 Problems 11 & 12 17.47 9.1 13.74 Problems 13 & 14 0.7 0.83 2.39 1.98 30.68 41.06 7.92 5.83 8.81 12.13 9.74 3.38 21.91 16.53 43.44 21.18 3.76 2.24 12.44 7.34 43.16 74.17 2.76 14.33

13. Let X1, X2, ..., X, be independent random variables from a distribution 1 for 0<x< 20+1 with pdf f(x|O)= { 20+1 10 elsewhere = Find the maximum likelihood estimator of 0. Find the numerical value for your estimate of 0 using the data given above. Give your answer using 4 decimal places. 14. For the same distribution as in the previous question, the variance of the distribution is (20+1) 12 Find the MLE of the variance of this distribution for the same data as in the previous problem. Find the numerical value for your estimate of the variance. Give your answer using 4 decimal places.