Top 10 CLEP College Mathematics Practice Questions
TL;DR: Got the CLEP College Mathematics exam on your calendar? These ten practice questions are picked to cover the topics you are most likely to see on test day, designed as a focused 20-minute review. The on-screen calculator is allowed, so you can practice using the same tools you will have on the real exam. A clean quick check to find which topics still need a little more time before you sit for college credit.
Key takeaways:
- 10 questions hitting the highest-weighted CLEP College Math topics.
- On-screen calculator allowed, matching the real test policy.
- Quick 20-minute drill for focused review sessions.
- Covers algebra, statistics, financial math, geometry, and logic.
- Pairs well with the full-length practice test for complete prep.
B. \(y = 5x\)
C. \(y≥x\)
D. \(y+4x=z\)
9- The perimeter of the trapezoid below is (64). What is its area?
A. \(252 cm^2\)
B. \(234cm^2\)
C. \(216cm^2\)
D. \(260cm^2\)
10- Two third of \(15\) is equal to \(\frac{2}{5}\) of what number?
A. 12
B. 20
C. 25
D. 60
Best CLEP College Math Prep Resource for 2026
Answers:
1- C
Add the first \(5\) numbers. \(40+45+50+35+55=225\), To find the distance traveled in the next \(5\) hours, multiply the average by number of hours. Distance\(=\)Average\(×\) Rate\(=65× 5=325\). Add both numbers. \(325+225= 550\)
2- B
Use distance formula: Distance\(=\)Rate\(×\) time\(⇒420=65×T\), divide both sides by \(65.420÷65=T⇒T= 6.4\) hours. Change hours to minutes for the decimal part. \(0.4 \) hours\(=0.4×60=24\) minutes.
3- D
Use Pythagorean Theorem: \(a^2+b^2=c^2⇒5^2+12 ^2=c^2⇒169=c^2⇒c=13\)
4- D
The ratio of boys to girls is \(2:3\). Therefore, there are \(2\) boys out of\(5\) students. To find the answer, first, divide the total number of students by\(5\), then multiply the result by \(2\).
\(500÷5=100 ⇒100 × 2=200\)
5- D
Use FOIL (First, Out, In, Last).\((7x+2y)(5x+2y)= \)
\(35x^2+14xy+10xy+4y^2=\)
\(35x^2+ 24xy+4y^2\)
6- D
Use distributive property: \(5x(4+2y)=20x+10xy\)
7- D
\(y=5ab+3b^3\). Plug in the values of a and b in the equation: \(a=2\) and \(b=3\)
\(y=5 (2)(3)+3 (3)^3=30+3(27)=30+81=111\)
8- D
\(x\) and \(z\) are colinear. \(y\) and \(5x\) are colinear. Therefore,
\(x+z=y+5x\),subtract \(x\) from both sides,then,\(z=y+4x\)
9- D
The perimeter of the trapezoid is \(64\). Therefore, the missing side (height) is
\(=64-18-12-14=20\). Area of the trapezoid: \(A= \frac{1}{2} h (b_{1}+b_{2 })=
\frac{1}{2} (20) (12+14)=260\)
10- C
Let \(x\) be the number. Write the equation and solve for \(x\). \(\frac{2}{3} ×15= \frac{2}{5}\).
\(x⇒\frac{2×15}{3}=\frac{2x}{5}\), use cross multiplication to solve for \(x\).
\(5×30=2x×3⇒150=6x⇒x=25\)
Looking for the best resource to help you succeed on the CLEP College Math test?
The Best Books to Ace the CLEP College Math Test
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If you need a structured workbook beyond these 10 questions, the CLEP College Mathematics for Beginners walks through every CLEP topic with worked examples. For multiple complete timed practice tests, the CLEP College Mathematics Test Prep Bundle rounds out the prep.
Frequently Asked Questions
Are these the hardest CLEP College Math questions?
No — they’re the most representative. The mix covers what shows up most often on the real CLEP: linear and quadratic relationships, simple interest and compound interest, probability, basic statistics, area and volume, and set logic. Hitting these well usually means you’re tracking toward a passing scaled score of 50.
How long should this take?
Most test-takers finish in about 20 minutes. If you take longer, that’s fine — note which questions slowed you down, since those are the topics to focus on next. The real CLEP gives you 1 minute 30 seconds per question on average.
Is a calculator allowed?
Yes. The CLEP provides an on-screen graphing calculator throughout the exam. For this practice set, use any scientific calculator you have on hand — it matches the real test policy and lets you focus on the reasoning rather than arithmetic.
What topics do the 10 questions cover?
Algebra and functions, financial math (simple interest, compound interest, present value), probability and statistics, geometry (area and volume), and logic/sets. The mix matches the CLEP blueprint’s topic distribution as closely as a 10-question set can.
I got 7 right. Is that passing-level?
7 out of 10 is 70% — that’s solidly in the passing range for the CLEP, which typically requires roughly 60-65% correct to hit the scaled score of 50. To build a comfortable cushion, aim for 8-9 out of 10 on this set before scheduling your real CLEP date.
Should I do these before or after a full-length practice test?
Either works. Many test-takers use the top-10 set as a warmup early in prep, take a full-length practice test in the middle, then come back to a fresh top-10 set the week of the real CLEP for a confidence-building review.
Are these the actual CLEP test questions?
No — CLEP test items are secure and never released. These are practice questions written to match the style, format, and topic mix of the real CLEP College Mathematics. The skills tested are identical.
How do I sign up to take the CLEP?
Register through the College Board’s CLEP website. You pick a test date and a test center, pay the exam fee, then show up on test day with your registration confirmation and ID. Many test centers also offer the exam remotely with online proctoring.
What if I don’t pass on the first try?
You can retake after a 3-month waiting period. Many test-takers who fall just short use the wait time to focus on the 2-3 weakest topics from the first attempt. CLEP score reports tell you which content areas you missed most, so you’ll know exactly where to focus.
Where can I find more CLEP practice?
EffortlessMath has a full-length CLEP College Mathematics practice test, the CLEP College Math Formula Cheat Sheet, the CLEP College Mathematics for Beginners workbook covering every topic, and the CLEP College Math Test Prep Bundle with multiple timed practice tests.
Related EffortlessMath Lessons
If a topic on this page feels rusty, these short lessons go deeper:
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