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GED Mathematical Reasoning Sample Questions:

1. The highway patrol uses the following formula to estimate the speed (s), in miles per hour, at which a car was traveling if the car skidded d feet before stopping after the brakes were applied:

The variable f relates to the friction of the road surface. The following table estimates f for certain types of road surfaces and conditions.

If a car skids 80 feet on wet gravel, what is the approximate speed, in miles per hour, at which the car was traveling?

A) 10.4
B) 15.5
C) 22.6
D) 43.8
E) 31.4

2. Exhibit.

Linda and Sean used separate machines for two different copying jobs. A graph comparing the jobs is shown at the left.
How do the number of copies in the second copying job and the speed of the second copier compare to those of the first job?

A) fewer copies, and the copier is slower.
B) more copies, and the copier is slower.
C) fewer copies, and the copier is faster.
D) more copies, and the copier is faster.
E) the same number of copies, and the copier is faster.

3. Exhibit:

Exhibit:
For how many minutes of long-distance use per month are the costs of all four plans the same?

4. Darryl borrowed a truck to move his belongings and recorded some information in a log. He recorded an initial odometer reading of 37,271 miles, and a final reading of 37,879 miles. He also recorded that he used a total of 47.5 gallons of gasoline.
What average number of miles per gallon did the truck get?

5. A real estate agent has an appointment to show a house to a couple who lives out of town. It will take the couple 2½ hours to drive to the house, but the real estate agent can get there in 45 minutes.
If the couple left at 15 P.M., at what time should the real estate agent leave to arrive at the house at the same time?

A) 00 P.M.
B) 35 P.M.
C) 30 P.M.
D) 10 P.M.
E) 00 P.M.

Solutions: