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Paper or screen? The GED-Mathematical-Reasoning package does not force the choice. PrepAwayTest offers a printable PDF for traditional study and an interactive test engine for realistic simulation, both built on the same 302 verified practice questions.
| Certification Vendor: | GED Testing Service |
|---|---|
| Exam Name: | GED Mathematical Reasoning Exam |
| Exam Number: | GED-Mathematical-Reasoning |
| Passing Score: | 145 (out of 200) |
| Available Languages: | French, Spanish, English |
| Certificate Validity Period: | Lifetime (once earned) |
| Related Certifications: | GED Science GED Reasoning Through Language Arts GED Social Studies |
| Real Exam Qty: | 40-45 |
| Exam Duration: | 115 minutes |
| Exam Price: | USD $75-$90 (varies by region) |
| Exam Format: | Multiple choice, Drop-down, Fill-in-the-blank, Drag-and-drop, Select-an-area, Two sections (no calculator / calculator allowed) |
| Recommended Training: | Official Study Materials |
| Exam Registration: | Official Registration |
| Sample Questions: | DOWNLOAD DEMO |
| Exam Way: | Computer-based; onsite at test centers or online proctored |
| Pre Condition: | No formal prerequisites; intended for adults without high school diploma |
| Official Syllabus URL: | https://ged.com/about-test/test-subjects/mathematical-reasoning/ |
| Section | Weight | Objectives |
|---|---|---|
| Topic 1: Algebraic Problem Solving | 55% | - Graphs and Functions
|
| Topic 2: Quantitative Problem Solving | 45% | - Geometry
|
You can register for the GED Mathematical Reasoning exam through the official channels:
Many candidates combine practice questions with official training. Recommended options include:
No formal prerequisites; intended for adults without high school diploma
You can confirm the current eligibility requirements on the official GED-Mathematical-Reasoning exam page before you register.
The engine lets you set the same time limit and marking scheme as the real exam, so every session trains your pace, not just your knowledge. It also resurfaces the questions you answer wrong until they stick, and lets you hide the ones you always get right ā together, these keep your speed and confidence climbing steadily.
The GED Mathematical Reasoning exam requires a score of 145 (out of 200) to pass, and the official registration fee is USD $75-$90 (varies by region). Careful preparation is the most practical protection for that fee.
Very much so. The PDF version is designed to be printed, which makes it ideal for shared preparation: print copies for everyone, meet up, and discuss the questions together. Candidates preparing as a team or buying for a company often choose this version precisely because paper travels well in a meeting room.
The GED Mathematical Reasoning practice questions are organized around the official exam objectives. Key topics include:
Group discussion works especially well when everyone is working through the same topic list.
The GED Mathematical Reasoning exam contains 40-45 questions, and you will have 115 minutes minutes to complete them. Practicing at this exact pace is how answer speed is built.
This package includes 302 practice questions for the GED Mathematical Reasoning exam. Every answer is verified by an experienced team of experts, so you can trust what you study.
A pump fills a 3000-gallon tank in 45 minutes. At this rate, how many gallons can be pumped into the tank in 30 minutes?
Reveal Solution Discussion 0Correct Answer:
gallons
Dana works four 10-hour days during the week and is off every Friday. If the first Friday of the month falls on the 3rd, which of the following dates during that month will also be a Friday?
Correct Answer: B š³ļø
The United States and Indonesia have the same percent of inland water area, but their total areas are different.
Approximately how many times as great as the total area of Indonesia is the total area of the United States?
Correct Answer: D š³ļø
Byron charged Theresa $4750, including the cost for transporting the materials, to refloor a room in her house. What was the area, in square feet, of the room?
Correct Answer: D š³ļø
Exhibit.
If the pattern continues this year, and there are 4000 students in the incoming freshman class, how many will be commuting from home?
Correct Answer:
500
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