Chapter 1
1,001 GED Practice Questions For Dummies · 118 exercises
Problem 180
If 2 cookies cost \(y\) dollars, how many dollars do \(x\) cookies cost? (A) \(2 x y\) (B) \(\frac{x y}{2}\) (C) \(\frac{2 x}{y}\) (D) \(\frac{2 y}{x}\)
3 step solution
Problem 181
The square root of 73 lies between which two integers? (Note: You may not use a calculator.) (A) 6 and 7 (B) 7 and 8 (C) 8 and 9 (D) 9 and 10
3 step solution
Problem 182
If two sides of a triangle are 10.2 and 5.8 inches long, which of the following cannot be the length of the other side? (A) 4.3 inches (B) 5.8 inches (C) 11.7 inches (D) 15.2 inches
3 step solution
Problem 184
Which of the following rectangular metal boxes can hold the most dice if each die has a volume of one cubic inch and the lid of the box fits tightly? (A) 9 inches x 15 inches x 11 inches (B) 20 inches x 7.5 inches x 10 inches (C) 12.5 inches x 7.5 inches x 16.5 inches (D) 20 inches x 7.5 inches x 10.5 inches
5 step solution
Problem 188
If \(\frac{x}{y} \cdot \frac{y}{z} \cdot \frac{z}{w} \cdot p=1\), which of the following represents the value of \(p\) ? (A) 1 (B) \(\frac{x}{w}\) (C) \(\frac{w}{x}\) (D) \(\frac{1}{p}\)
5 step solution
Problem 189
If \(w=x\) and \(y
4 step solution
Problem 190
Regular tickets to a concert cost \(25 each, and VIP tickets cost \)45 each. The concert hall sold a total of 270 tickets and made $7,650 on ticket sales. The number of VIP tickets sold was __________, and the number of regular tickets sold was __________.
5 step solution
Problem 194
Simplify the following expression: \(3^4+3^4+3^4\) (A) \(3^5\) (B) \(9^{12}\) (C) \(3^{12}\) (D) \(3^{64}\)
4 step solution
Problem 196
A cube with 3-inch sides is painted blue and then cut into 27 smaller cubes with 1-inch sides. How many of the new smaller cubes have exactly two faces that are painted blue?
4 step solution
Problem 197
The lengths of the legs of a right triangle are 4 inches and 5 inches, respectively. What is the length of the hypotenuse? (A) 3 inches (B) 9 inches (C) inches (D) 41 inches
4 step solution
Problem 201
Two years ago, Sammy was 5 years younger than Michael is today. f Michael is currently \(M\) years old, how old will Sammy be 10 years from now? A) \(M-5\) B) \(M+2\) C) \(M+7\)
4 step solution
Problem 202
\(3 \frac{1}{10}+1 \frac{11}{100}+2 \frac{111}{1,000}=\) (Note: You may not use a calculator.) (A) \(6.111\) (B) \(6.123\) (C) \(6.321\) (D) \(6.11111\)
5 step solution
Problem 203
Mr. Burke’s class has twice as many girls as boys. If half of the boys and a quarter of the girls are in the chess club, what is the ratio of girls to boys who are in the chess club? (A) 4:1 (B) 2:1 (C) 1:1 (D) 1:2
2 step solution
Problem 204
Beans are sold in small or large cylindrical cans. The small can has a diameter of 4 inches and a height of 10 inches and costs \(3.50. The big can has a diameter of 8 inches and a height of 5 inches and costs \)6.50. Which is a better buy? (A) The small can (B) The large can (C) Both have the same value (D) Not enough information
4 step solution
Problem 209
What was the average annual increase for imports (in Rs.) for the six years shown in the chart? (A) 7 billion (B) 8.4 billion (C) 11 billion (D) 42 billion
4 step solution
Problem 210
Two square rugs have a combined area of 20 square meters. If the area of the large rug is four times as large as the area of the small rug, what is the perimeter of the smaller rug? (A) 2 meters (B) 4 meters (C) 8 meters (D) 16 meters
3 step solution
Problem 211
Forty percent of the students in Dr. Donnelly’s math class received a grade of A. If 10 students received an A, how many students are in Dr. Donnelly’s math class? (A) 4 students (B) 14 students (C) 22 students (D) 25 students
4 step solution
Problem 212
What is the acute angle between the hands of a clock when it is exactly 10 p.m.? (A) 30° (B) 45° (C) 60° (D) 75°
3 step solution