Elenford's Law, also known as the rst-digit law, states that in tables of statistics. the digit 1 occurs about 313% of the time. which is greater than the expected if 9 [for digit. 1 through 9']. The other digits also have reiative frequencies described by Benford's Law. which are included in the Excel sheet for this question. The Excel sheet also includes the summary.r of the leading digits of 2013 diabetes prevalences for 325 US. counties, which will serve as the data of interest. Conduct a goodness of t test to determine if the distribution of leading digits follows Benford's Law. You will be using or = GJJI to make the decision for this hvpothesis test. Find the expected value for the prevalence of the leading digit 4 assuming that the distribution in the sample follows Benford's Law. Answer to three decimal places as needed