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For items 8-10, given the 5 states and 250 seats. The population of each state is provided. State A B C D Population 250 875 4700 3825 8. Under Hamilton's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 117; D = 95; E = 9 c. A = 7; B = 22; C = d. A = 6; B = 23; C = 116; D = 96; E = 9 E 350 9. Under Jefferson's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 117; D = 95; E = 9 c. A = 7; B = 22; C = d. A = 6; B = 23; C = 116; D = 96; E-9 10. Under Webster's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9° b. A = 6; B = 22; C = 118; D = 96; E-8 c. A = 7; B = 22; C = 117; D=95; E-9 d. A = 6; B = 23; C = 116; D=96; E-9

For items 8-10, given the 5 states and 250 seats. The population of each state is provided. State A B C D Population 250 875 4700 3825 8. Under Hamilton's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 117; D = 95; E = 9 c. A = 7; B = 22; C = d. A = 6; B = 23; C = 116; D = 96; E = 9 E 350 9. Under Jefferson's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 117; D = 95; E = 9 c. A = 7; B = 22; C = d. A = 6; B = 23; C = 116; D = 96; E-9 10. Under Webster's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9° b. A = 6; B = 22; C = 118; D = 96; E-8 c. A = 7; B = 22; C = 117; D=95; E-9 d. A = 6; B = 23; C = 116; D=96; E-9

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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For items 8-10, given the 5 states and 250 seats. The population of each state is provided. State D E Population 250 875 4700 3825 350 8. Under Hamilton's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 c. A = 7; B = 22; C = 117; D = 95; E = 9 d. A = 6; B = 23; C = 116; D = 96; E = 9 9. Under Jefferson's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 c. A= 7; B = 22; C = 117; D = 95; E = 9 d. A = 6; B = 23; C = 116; D = 96; E = 9 10. Under Webster's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 c. A = 7; B = 22; C = 117; D= 95; E = 9 d. A = 6; B = 23; C = 116; D = 96; E = 9
Transcribed Image Text:For items 8-10, given the 5 states and 250 seats. The population of each state is provided. State D E Population 250 875 4700 3825 350 8. Under Hamilton's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 c. A = 7; B = 22; C = 117; D = 95; E = 9 d. A = 6; B = 23; C = 116; D = 96; E = 9 9. Under Jefferson's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 c. A= 7; B = 22; C = 117; D = 95; E = 9 d. A = 6; B = 23; C = 116; D = 96; E = 9 10. Under Webster's Method the apportionment to each state is a. A = 6; B = 22; C = 117; D = 96; E = 9 b. A = 6; B = 22; C = 118; D = 96; E = 8 c. A = 7; B = 22; C = 117; D= 95; E = 9 d. A = 6; B = 23; C = 116; D = 96; E = 9
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