GED Math Practice Test 13

This GED Math practice test is not related to the GED Ready Test – the Official Practice Test produced and distributed by GED Testing Service LLC.

1. Express \(1\) as an equivalent fraction having denominator \(6\).

A.\(\frac{6}{6}\)

B.\(\frac{6}{36}\)

C.\(\frac{36}{6}\)

D.\(\frac{1}{6}\)

Question 1 of 25

2. In the United States Patent & Trademark Office, \(6000\) examiners are faced with a backlog of \(770,000\) unexamined, new applications for patents. For each of these \(6000\) examiners, how many applications do they need to catch up on? Round the answer to the nearest tenth.

A.\(128.3\)

B.\(128.33\)

C.\(12.83\)

D.\(12.8\)

Question 2 of 25

3. How many quarter-acre lots can be made from \(6 \; \frac{1}{2}\) acres of land?

A.\(38\)

B.\(26\)

C.\(21\)

D.\(30\)

Question 3 of 25

4. According to the National Atmospheric and Oceanic Administration, we experienced \(16\) named storms in \(2019\). Eight \((8)\) of these named storms grew into hurricanes while five \((5)\) were major hurricanes. What fraction of these named storms developed into hurricanes? Please reduce the answer to lowest terms.

A.\(8\)

B.\(\frac{1}{4}\)

C.\(\frac{1}{3}\)

D.\(\frac{1}{2}\)

Question 4 of 25

5. Are the equations \(x = 4\) and \(x + 8 = 3\) equivalent?

A.yes

B.no

Question 5 of 25

6. We define a company's Net Worth as its assets minus liabilities. Assets are all things of value that may be converted into cash whereas liabilities are the company's total of debts. Now the XY Association went bankrupt while it had \(\$28.6\) billion in assets and \(\$26\) billion in liabilities. What was the XY Association's net worth before it went bankrupt?

A.\(\$2.6\; billion\)

B.\(\$1.6\; billion\)

C.\(\$2.9\; billion\)

D.\(\$0.6\; billion\)

Question 6 of 25

7. Solve the equation.

\(4.3x - 0.7(x+ 2.1) = 8.61\)

A.\(x = 2.1\)

B.\(x = 2.8\)

C.\(x = 4.2\)

D.\(x = 6.7\)

Question 7 of 25

8. In the week that ended June 19, the U.S. commercial crude oil inventory decreased by \(3.8\; million\) barrels. Now if the inventory was \(353.9\; million\) barrels in the week that followed, what was the U.S. crude oil inventory before the decline?

A.\(270.90\)

B.\(320.9\)

C.\(357.7\)

D.\(256.2\)

Question 8 of 25

9. Compute the exact square root. If the square root is undefined, choose “undefined”

\(\sqrt-9\)

A.undefined

B.\(3\)

C.\(-3\)

D.\(1\)

Question 9 of 25

10. Select the statement that correctly compares the two numbers.

A.\(2.10>2.001\)

B.\(5.029 > 5.128\)

C.\(7.25 > 7.255\)

Question 10 of 25

11. In Napa Valley, California, \(1\) acre of good wine land can produce some \(3.5\) tons of high-quality grapes. When the average price is \(\$3,414\) for premium cabernet per ton, what would be the amount of money that could be generated on \(1\) acre of premium cabernet farming?

 

A.\(\$7,929\)

B.\(\$10,590\)

C.\(\$5,973\)

D.\(\$11,949\)

Question 11 of 25

12. Round the first number to the nearest ten and then multiply.

\(47 \times 5\)

A.\(225\)

B.\(200\)

C.\(235\)

D.\(250\)

Question 12 of 25

13. Write the equation of the line that passes through \((0, -7) \) and has a slope of \(5\).

A.\(y = x - 7\)

B.\(y = 5x - 7\)

C.\(y = 5x + 7\)

D.\(y = x + 7\)

Question 13 of 25

14. Maria bought \(6\) boxes of crayons each box holding \(12\) crayons. She paid a total of \(\$216\) for the crayons. What was the price per crayon that Maria paid?

A.\(\$2.50\)

B.\(\$3\)

C.\(\$0.49\)

D.\(\$0.98\)

Question 14 of 25

15. Round the mixed number to the nearest whole number.

\(25\, \frac{1}{3}\)

A.\(25\)

B.\(25.25\)

C.\(26\)

D.\(26.5\)

Question 15 of 25

16. Allen ran \(5.4\) miles on Monday and \(3.28\) miles on Tuesday.
How many total miles did Allen run on both days?

A.It's not clear

B.\(17.71\) miles

C.\(8.68\) miles

Question 16 of 25

17. The points \(-41\) and \(15\) are plotted on a number line. What is the distance, in units, between the two points?

A.\(56\)

B.\(26\)

C.\(-26\)

D.It's not clear

Question 17 of 25

18. Determine which expression is undefined.

 

A.\(\sqrt{-100}\)

B.\(\sqrt{100}\)

C.\(\sqrt{10}\)

Question 18 of 25

19. Simplify:

\(17^{7}\cdot 17^{9}\)

A.\(17^{63}\)

B.\(17^{16}\)

C.\(17^{-16} \)

D.\(17^{-63}\)

Question 19 of 25

20. Combine like terms.

\(4xy − 20xy\)

A.\(-16xy\)

B.\(16xy\)

C.\(26xy\)

D.\(-26xy\)

Question 20 of 25

21. Use your calculator to compute the given expression.

\((-18)^{3}\)

A.\(-324\)

B.\(5,832\)

C.\(-5,832\)

D.\(324\)

Question 21 of 25

22. There are 27 players on a soccer team. They are traveling to a game in 7 cars. There are 4 players in each of the first 6 cars. How many players on the soccer team will travel in the seventh car?

A.\(3\)

B.\(6\)

C.\(4\)

Question 22 of 25

23. Find the area of this triangle.

Use this formula

\(A = \frac{1}{2}\: bh\)
\(h-height\)
\(b-base\)

A.\(35 yd\)

B.\(35 \; yd ^{2}\)

C.\(17 \; yd ^{2}\)

D.\(70^{2}\)

Question 23 of 25

24. Given \(f(x) = -2x^{2} + 8,\: evaluate\: f(3)\).

A.\(-10\)

B.\(-16\)

C.\(10\)

D.\(16\)

Question 24 of 25

25. Johnny has 17 marbles. Mitchell has 3 times as many marbles as Johnny. How many marbles does Mitchell have?

A.\(28\)

B.\(21\)

C.\(54\)

D.\(51\)

Question 25 of 25

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Last Updated on November 19, 2024.