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| Section | Objectives |
|---|
| 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 | - Measurement and spatial reasoning
- 1. Unit measurement and conversions
- 2. Coordinate plane geometry
- Geometric concepts
- 1. Perimeter, area, and volume
- 2. Properties of shapes and figures
|
| Algebraic Problem Solving | - Functions and patterns
- 1. Interpreting graphs and functions
- 2. Linear functions and slope
- Expressions and equations
- 1. Linear equations and inequalities
- 2. Simplifying algebraic expressions
|
| Data Analysis and Statistics | - Probability basics
- 1. Simple probability problems
- Data interpretation
- 1. Mean, median, mode, and range
- 2. Graphs, charts, and tables
|
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GED Mathematical Reasoning Exam Sample Questions (Q295-Q300):
NEW QUESTION # 295
Santos runs a restaurant in his neighborhood. Of his employees, 4/5 are willing to work nights. Of those willing to work nights, ½ are willing to work on weekends.
If Santos has 40 employees, how many are willing to work on weekend nights?
Answer: D
NEW QUESTION # 296
A teacher has 12 pieces of candy for each of his 20 students. However, 5 students do not want any. If all the candy is distributed evenly to the remaining students, how many pieces will each receive?
Answer: E
NEW QUESTION # 297
Shelly paid a total of $80 for seven tickets for a hockey game. Five of the tickets were in the cheapest price range, and two were in the most expensive range. If the cheaper tickets were $10 each, which of the following equations could be used to determine x, the price (in dollars) of the expensive ones?
- A. 5(10) + 7x = 80
- B. 7(10) + 2x = 80
- C. 5(10) + 2x = 80
- D. 2(10) + 5x = 80
- E. 2(10) + 7x = 80
Answer: C
NEW QUESTION # 298
Exhibit.

Conrad is required to review an average of 30 insurance cases each day during his five-day workweek. The table at the left shows how many cases he reviewed during the first four days.
What is the minimum number of cases Conrad must review on Friday to meet his required average for the week?
Answer: A
NEW QUESTION # 299
A triangle that does not contain a right angle has one side that measures 15 cm and another that measures 6 cm.
What is the measure, in centimeters, of the third side of the triangle?
- A. 0
- B. 1
- C. 2
- D. Not enough information is given.
- E. 3
Answer: D
NEW QUESTION # 300
......
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