Suppose that the governments of several North African countries have agreed to form an international bureau to foster tourism, commerce, and education. The bureau will have twenty-five seats, and the populations of the countries are given in the table below. Country Population (thousands) (a) Use Jefferson's Method to apportion the bureau seats. Country Seats A 28,129 72,117 5,632 32,209 (b) Use Adams's Method to apportion the bureau seats. Country Seats School Students Calculators A (c) Use Webster's Method to apportion the bureau seats. Country Seats B D D D E 10,975 Applewood Boatwright Castlerock 1,760 1,083 1,349 E A local school district contains four middle schools: Applewood, Boatwright, Castlerock, and Dunsmuir. The number of students attending each school is given in the table. The school district has received a generous donation of 200 graphing calculators for student use. Use the Hill-Huntington Method to determine how the calculators should be divided among the schools. E Dunsmuir 885