2. It is assumed that the following sample of size n = 30 is generated from Uniform(61, #2). The asymptotic properties of MLEs will be discussed in Mod- ules 13-14. Show that the MLEs of 6 and 62 can be found using Xon and X(). Use the sample to write a 95% confidence region for (61, 62) based on Cheby- shev's inequality. Note that you need to find the variances of Xon and X(m) as\f\f