Refer to the figure, which shows the geographical distribution of voters in a state with 64 voters and eight districts. The voters are half Democrat and half Republican. Assume that district boundaries must follow the grid lines shown in the figure and that each district must be contiguous. Draw boundaries expected to result in the election of five Republican and three Democratic representatives. *** Democrat Republican What is one possible way the boundaries could be drawn? OA. The boundaries should divide the state into eight districts; each district is 2 blocks wide (horizontally) and 4 blocks high (vertically). OB. The boundaries should divide the state into eight districts; each district is 8 blocks wide (horizontally) and 1 block high (vertically). OC. The boundaries should divide the state into eight districts; each district is 4 blocks wide (horizontally) and 2 blocks high (vertically).
Refer to the figure, which shows the geographical distribution of voters in a state with 64 voters and eight districts. The voters are half Democrat and half Republican. Assume that district boundaries must follow the grid lines shown in the figure and that each district must be contiguous. Draw boundaries expected to result in the election of five Republican and three Democratic representatives. *** Democrat Republican What is one possible way the boundaries could be drawn? OA. The boundaries should divide the state into eight districts; each district is 2 blocks wide (horizontally) and 4 blocks high (vertically). OB. The boundaries should divide the state into eight districts; each district is 8 blocks wide (horizontally) and 1 block high (vertically). OC. The boundaries should divide the state into eight districts; each district is 4 blocks wide (horizontally) and 2 blocks high (vertically).
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
![K
Refer to the figure, which shows the geographical distribution of voters in a state with 64 voters and eight
districts. The voters are half Democrat and half Republican. Assume that district boundaries must follow the grid
lines shown in the figure and that each district must be contiguous. Draw boundaries expected to result in the
election of five Republican and three
Democratic representatives.
Democrat
Republican
What is one possible way the boundaries could be drawn?
O A. The boundaries should divide the state into eight districts; each district is 2
blocks wide (horizontally) and 4 blocks high (vertically).
OB. The boundaries should divide the state into eight districts; each district is 8
blocks wide (horizontally) and 1 block high (vertically).
OC. The boundaries should divide the state into eight districts; each district is 4
blocks wide (horizontally) and 2 blocks high (vertically).
AAAAAAAA
AAAAAA
AAAAAAAA
1666
KEKE](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F95aecd87-a070-4b0b-a7ff-c56a59581864%2F7201095b-4714-4253-aac4-aae8e2bbf24c%2Fv626bi_processed.jpeg&w=3840&q=75)
Transcribed Image Text:K
Refer to the figure, which shows the geographical distribution of voters in a state with 64 voters and eight
districts. The voters are half Democrat and half Republican. Assume that district boundaries must follow the grid
lines shown in the figure and that each district must be contiguous. Draw boundaries expected to result in the
election of five Republican and three
Democratic representatives.
Democrat
Republican
What is one possible way the boundaries could be drawn?
O A. The boundaries should divide the state into eight districts; each district is 2
blocks wide (horizontally) and 4 blocks high (vertically).
OB. The boundaries should divide the state into eight districts; each district is 8
blocks wide (horizontally) and 1 block high (vertically).
OC. The boundaries should divide the state into eight districts; each district is 4
blocks wide (horizontally) and 2 blocks high (vertically).
AAAAAAAA
AAAAAA
AAAAAAAA
1666
KEKE
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