"Obtain the apportionment populations from the most recent US census (2020).

(a) Compute the Dean, Hill, and Webster critical divisors.

(b) Find the smallest value of h such that the Dean apportionment and the Hill apportionment differ.

(c) Find the smallest value of h such that the Dean apportionment and the Webster apportionment differ.

(d) Find the smallest value of h such that the Hill apportionment and the Webster apportionment differ."

Part A

Determine the range of possible Dean, Hill, and Webster critical divisors that would result in the correct apportionments. Round your answers to the nearest hundredth

Your answers should be in the below form for each of Dean, Hill, and Webster:

Part B

Using your answer in part A, choose a Hill modified divisor. Then, using the same populations you used in problem 11.8 (a), determine the Hill apportionment for the 50 states.