91. Define gerrymandering and describe its origins. Use examples to explain how it
works.
1. Define gerrymandering as the redrawing of district lines to benefit a
party, group, or incumbent.
2. Gerrymandering dates back to the early 1800s, when Massachusetts
governor Elbridge Gerry signed off on a salamander-shaped district to
help his party win an extra seat.
3. Cracking and packing are two ways to manipulate redistricting.
Cracking involves the breakup of a strong minority party district into
pieces that then go into other districts. Packing merges pieces of the
majority party from its weak districts into a single strong district.
Topic: Congressional Elections
Learning Objective: LO 10.1: Describe the congressional election process and
the advantages it gives incumbents.
Page Reference: 297
Skill Level: Understand the Concepts
Difficulty Level: Moderate
92. Founder James Madison wrote, “to control the legislative authority, you must
divide it.” When it came to Congress, the Constitution did just that. Explain how
the bicameral design of Congress works as a check on congressional power. Be
sure to include terms of office, timing of elections, and age and residency
requirements in your discussion.
1. Explain that House and Senate members serve different terms of office
and are reelected on different schedules. The purpose was to make House
members more responsive to voters back home and to insulate Senators
from popular displeasure.
2. House members must be 25 and citizens for seven years, whereas
Senators have to be 30 and citizens for nine years.
3. The Framers purpose in setting the Senate requirements higher was to
have the Senate serve as a check on what James Madison called the
“fickleness and passion” of the House. This is also why the Framers
originally had Senators picked by state legislators, although this was
changed in 1913 to a direct election.
Topic: Congressional Elections
Learning Objective: LO 10.1: Describe the congressional election process and
the advantages it gives incumbents.
Page Reference: 296 – 297
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