Please solve both questions! Question 1 from the data of pseudo-random numbers (PRNs) listed: Use the Chi-Square Test to test the uniformity of the entire sequence of PRNs. Use = 0.01, and 10 equal intervals. Be sure to clearly state your hypothesis, the computed test statistic, the critical value, and your conclusion based on your results.

0.383 0.285 0.436 0.457 0.766 0.893 0.811 0.601 0.629 0.110 0.749 0.294 0.011 0.368 0.964 0.889 0.455 0.881 0.523 0.446 0.975 0.283 0.127 0.151 0.423 0.832 0.235 0.315 0.751 0.118 0.223 0.266 0.173 0.181 0.035 0.658 0.763 0.963 0.989 0.061 0.812 0.836 0.716 0.286 0.712 0.456 0.283 0.767 0.252 0.867 0.662 0.790 0.465 0.837 0.162 0.761 0.512 0.191 0.420 0.686 __________________________________________________________________________ Question 2 F(x) = { (x-2), 2x3 { (2-x/3), 3

1- Give a function for generating random variates from this distribution. 2- Using the following PRNs: 0.154, 0.289, and 0.925, generate three random variates from this distribution.

please do both questions:)