Welcome to the Refresher Workshop Pretest
November 17, 2025
This quiz was created to gauge your preparedness for The College (Adult Math) Refresher Workshop. To gain the most benefit, strive to answer from your current knowledge. A calculator is permitted
Number of questions: This quiz has 12 questions and scratch paper is recommended.
Time Limit: 30 min
Number of attempts allowed: 2
NOTE: Questions will be Randomized for each attempt.
The Math Concepts.
As with any college level assessment test, a question may require more than one concept to arrive at the solution. Here's a list of some of the mathematical concepts this quiz will cover.
- Exponents
- Order of Operations
- Percentages
- Operations with fractions ( add, subtract, multiply ,divide)
- Operations with Integers ( add, subtract, multiply ,divide)
- Proportions
- Algebraic expressions
- One and Two step linear equations
At the end of the quiz (no matter your score) you will receive your coupon code for a $100 discount on the LIVE workshop.
Relax, it's just an online quiz. You Got This!
If 3x = y-5 and x =-4, then y =
Simplify and reduce :\[\frac{22+4}{44+16}\]
Find the missing number x that makes this proportion true \[\frac{2}{9}=\frac{x}{11}\]
Which is the correct verbal expression for the algebraic expression \[2n^2+4\]
A shirt that sold for $59 was reduced 30%. After 6 months it was raised 30%. What was the last price of the shirt?
Barry pays $70 for a new coat, which is 35% of the original cost. What was the original cost?
Mary drives her car 800 miles in 3 days. At this rate, how far will she drive in 15 days?
The area of a circle is given by the formula \[A=\pi r^2\] . If the radius of the circle is 7 inches, find the area of the circle.
10% of a class received an A on a test. Half of those remaining received a B on a the test. What percent of the class received a C, D or F?
Solve the equation for x, \[4x+3=27\]
How many yards of material remain from a 30-yard roll after two (2) pieces each \[2\frac{1}{2}\] yards long and four(4) pieces each \[3\frac{1}{4}\] yards long are removed?
Find the difference of 8700 and 5008
