Following the recent census, State A, with a population of 13.5 million, was allocated 23 representatives. State B, with a population of 12.4 million, was given 16 representatives. Assume one more representative is to be assigned to one of these states.

Question

Following the recent census, State A, with a population of 13.5 million, was allocated 23 representatives. State B, with a population of 12.4 million, was given 16 representatives. Assume one more representative is to be assigned to one of these states.

How do I solve this?

Do I take 13.5/23+1 =.5626

12.4/16=.775

.775-.5626=.2124

.2124/.5626=.377

.377 would be the relative unfairness

Then would I take

13.5/23=.5869

12.4/17=.7294

.7294-.5869=.1425

.1425/.7294=.195

.195 would be the second part to the first half.

The added representative would go to State B.

I do not know if I solved this question correctly.

Thanks for the help!

Answer 1

State A: 23rep./13.5mil. = 1.70 reps/mil.

State B: 16reps/12.4mil = 1.29 reps/mil.

State B has the least number of reps per mil; therefore, the last rep should be assigned to state B.

Following the recent​ census, State​ A, with a population of 13.5 ​million, was allocated 23 representatives. State​ B, with a population of 12.4 ​million, was given 16 representatives. Assume one more representative is to be assigned to one of these states.

State A: 23rep./13.5mil. = 1.70 reps/mil.

Following the recent census, State A, with a population of 13.5 million, was allocated 23 representatives. State B, with a population of 12.4 million, was given 16 representatives. Assume one more representative is to be assigned to one of these states.