Use Appendix B.4 is a table of random numbers that are uniformly distributed. Hence, each digit from 0 through (including) 9 has the same likelihood of occurrence. (Round your answers to 2 decimal places.) picture Click here for the Excel Data File a. Compute the population mean and standard deviation of the uniform distribution of random numbers. Population mean Population standard deviation b. Assume that 5 random samples of five values are selected from a table of random numbers. The results follow. Each row represents a random sample. 7 1008 00 8 9258 in 3 8 3 3 m mm 5 86135 34564 5 Compute the mean of each sample. The population mean is The mean of the first row is The mean of the second row is The mean of the third row is The mean of the fourth row is The mean of the fifth row is The mean of the sample means is c. Compute the mean and standard deviation of the sample means. Compare the values to the population mean and standard deviation. The mean of the means is It close to the population mean. The standard deviation of the sample means is It is much than the population standard deviation.