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| Section | Objectives |
|---|
| Algebraic Problem Solving | - Functions and patterns
- 1. Linear functions and slope
- 2. Interpreting graphs and functions
- Expressions and equations
- 1. Simplifying algebraic expressions
- 2. Linear equations and inequalities
|
| Data Analysis and Statistics | - Probability basics
- 1. Simple probability problems
- Data interpretation
- 1. Mean, median, mode, and range
- 2. Graphs, charts, and tables
|
| Quantitative Problem Solving | - Number operations and number sense
- 1. Fractions, decimals, and percentages
- 2. Ratios and proportions
- Word problems involving real-world contexts
- 1. Financial mathematics (interest, budgeting basics)
- 2. Rates, proportions, and unit conversions
|
| Geometry and Measurement | - Geometric concepts
- 1. Properties of shapes and figures
- 2. Perimeter, area, and volume
- Measurement and spatial reasoning
- 1. Coordinate plane geometry
- 2. Unit measurement and conversions
|
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GED Mathematical Reasoning Exam Sample Questions (Q221-Q226):
NEW QUESTION # 221
Exhibit.

DVDs-by-Mail offers DVD rentals by mail. A customer can subscribe to any of the three levels of service listed in the table at the left.
Lee subscribed to the Premium service. What was he charged for renting 18 DVDs during one month?
- A. $180.00
- B. $ 18.00
- C. $ 26.70
- D. $ 60.45
- E. $ 19.95
Answer: C
NEW QUESTION # 222
Exhibit.

If a seamstress were to make 8 blouses and 10 skirts without belts, which expression below equals the total amount of material, in yards, needed to complete the skirts and blouses?
Answer: D
NEW QUESTION # 223
A CD club offered Kathy 8 CDs for $1.00 each if she would purchase 8 more at $12.00 each. In dollars, what is the total amount that Kathy would pay for all 16 CDs?
Answer:
Explanation:
dollars
NEW QUESTION # 224
The base and sides of the roof of an A-frame structure are all 30 feet long. A front view of the structure is shown in the diagram below.

What is the approximate height (h), in feet, of the structure?
Answer: D
NEW QUESTION # 225
Exhibit.

A rectangular garden was separated into two equal areas by placing a fence along a diagonal of the rectangle, as shown in the diagram below.
What is the length (d), in feet, of the diagonal fence?
Answer: A
NEW QUESTION # 226
......
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