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GED Mathematical Reasoning Sample Questions:

1. Elena screens all candidates for a position in her company. The candidates have exactly 1 3/4 hours to complete the screening exercise. If the exercise begins at 140 p.m., at what time must Elena tell the candidates their time has ended?

A) 15 p.m.
B) 25 p.m.
C) 55 p.m.
D) 25 p.m.
E) 20 p.m.

2. If 0.45 tons of wood pulp will produce 27,000 sheets of premium paper, how many sheets of premium paper can be produced from 1 ton of wood pulp?

A) 54,000
B) 60,000
C) 12,150
D) 14,850
E) 45,000

3. A community is concerned about the high volume of commuter traffic in front of its elementary school between 8:30 A.M. and 9:00 A.M. The numbers of cars that passed without dropping off a student during that half hour on consecutive school days are:
65, 72, 83, 96, 53, 76, 54, 70, 75, 48, 56.
What is the mean (average) of these numbers of cars?

A) 76
B) 748
C) 70
D) 79
E) 68

4. Exhibit.

During which year did the tree grow most rapidly?

A) 2
B) 5
C) 1
D) 3
E) 4

5. A roadway rises uniformly 12 meters over a horizontal distance of 80 meters, as shown in the diagram below.

What is x, the height (in meters) of the roadway at a horizontal distance of 60 meters from where the roadway began?

A) 60.0
B) 8.0
C) 9.6
D) 9.0
E) 16.0

Solutions: