Apportionment and reapportionment
Chapter 7 of the CLEP American Government study guide on Effortless Math covers Apportionment and reapportionment: the key terms, the core ideas, and worked examples showing how this topic is tested on the exam.
CLEP American Government, Chapter 7
Apportionment and reapportionment
Apportionment distributes the 435 House seats among states according to population after each decennial census. Reapportionment changes state seat totals; redistricting then draws district boundaries within states.
The census supplies the population basis, and a statutory formula reallocates a fixed House size among the states, each of which receives at least one representative. A state's gain or loss changes its delegation and Electoral College total; it does not alter the state's two Senate seats.
Reapportionment answers how many House seats a state has. Redistricting answers where the boundaries of those seats lie. A state that keeps the same seat total may still redraw districts to equalize population after internal migration, while a state losing a seat must create fewer districts.
Do not infer partisan intent from a reapportionment result alone. Population movement can transfer seats without any line-drawing choice by state officials. Political advantage enters most directly during redistricting, when the placement of voters among districts affects the conversion of votes into seats.
Video lesson: The Bicameral Congress: Crash Course Government and Politics #2
Related to This Article
More math articles
- 7th Grade TCAP Math Worksheets: FREE & Printable
- How to Use Models to Place Decimal Numbers in Order
- Using Strip Models to Solve Percentage Problems
- 5th Grade STAAR Math Worksheets: FREE & Printable
- 8th Grade Common Core Math Worksheets: FREE & Printable
- How to Solve a Quadratic Equation by Completing the Square?
- Best Smartphones for Math Teachers
- Mean, Median, Mode & Range Practice — Free Drills
- Disasters and Collective Response
- Writing Functions






















What people say about "Apportionment and Reapportionment"?
No one replied yet.