GED Mathematical Reasoning Exam: GED-Mathematical-Reasoning Exam
"GED Mathematical Reasoning Exam", also known as GED-Mathematical-Reasoning exam, is a GED Certification. With the complete collection of questions and answers, ExamcollectionPass has assembled to take you through 302 Q&As to your GED-Mathematical-Reasoning Exam preparation. In the GED-Mathematical-Reasoning exam resources, you will cover every field and category in GED Certification Certification helping to ready you for your successful GED Certification.
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- Exam Code: GED-Mathematical-Reasoning
- Exam Name: GED Mathematical Reasoning Exam
- Certification Provider: GED
- Corresponding Certification: GED Certification
- Updated: Aug 08, 2026
- No. of Questions: 302 Questions & Answers with Testing Engine
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GED GED-Mathematical-Reasoning Exam Syllabus Topics:
| Section | Objectives |
|---|---|
| Data Analysis and Statistics | - Data interpretation
|
| Quantitative Problem Solving | - Word problems involving real-world contexts
|
| Geometry and Measurement | - Geometric concepts
|
| Algebraic Problem Solving | - Functions and patterns
|
GED Mathematical Reasoning Sample Questions:
1. The number of games in a shipment must be a multiple of 25 and 40. What is the FEWEST number of games that could be in the shipment?
A) 50
B) 75
C) 200
D) 120
E) 800
2. Refers to the following information and diagram.
When segment PQ, shown in the diagram below, is moved using the translation {4 left, 5 down}, the new location of point P, designated by P', is (-6, 1).
What is the location of Q', the new location of point Q under the same translation?
Click on the grid to mark your answer.
3. A construction firm hired 8 carpenters at a rate of $18 per hour and 4 helpers at a rate of $9 per hour. What is the weekly cost for the construction firm to pay these workers for working a 40-hour week?
A) $ 180
B) $ 7,200
C) $ 720
D) $12,960
E) $ 3,600
4. If n is a positive number, which of the fractions below has the GREATEST value?
A)
B)
C)
D)
E . Not enough information is given.
A) Option A
B) Option D
C) Option B
D) Option E
E) Option C
5. Student tickets to a high school music concert cost $3 less than adult tickets. One student ticket and one adult ticket can be purchased for less than $15.
If x is the cost of one adult ticket to the concert, which of the following statements is correct?
A) x + 2x + x < 15
B) x + x - 4 < 15
C) x + 2x < 15
D) x + x - 3 < 15
E) x + x + 3 < 15
Solutions:
| Question # 1 Answer: C | Question # 2 Answer: Only visible for members | Question # 3 Answer: B | Question # 4 Answer: A | Question # 5 Answer: D |
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