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Algebra 1 : Percents

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Example Question #11 : Percents

What is ten percent of six?

Possible Answers:

$\frac{5}{3}$

$\frac{3}{5}$

$\frac{2}{5}$

$\frac{3}{50}$

Correct answer:

$\frac{3}{5}$

Explanation:

In order to determine the value, set up an expression.

Ten percent is ten parts out of 100, or $\frac{10}{100}$ .

Ten percent of six would be:

$\frac{10}{100} \cdot 6$

Simplify this to find the unknown value.

$\frac{10}{100} \cdot 6=\frac{1}{10} \cdot 6 = \frac{3}{5}$

The answer is: $\frac{3}{5}$

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Example Question #12 : Percents

Convert $2.976\%$ to decimal.

Possible Answers:

0.2976

297.6

2.976

0.02976

Correct answer:

0.02976

Explanation:

To convert a percent to a decimal, simply remove the percent sign and divide the entire number by 100.

$2.976\% = \frac{2.976}{100}$

This is also the same as moving the decimal place back two spaces.

$\frac{2.976}{100} = 0.02976$

The answer is: 0.02976

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Example Question #11 : Percents

Convert the following decimal to percent: 0.00325

Possible Answers:

$3.25\%$

$325\%$

$0.0000325\%$

$32.5\%$

$0.325\%$

Correct answer:

$0.325\%$

Explanation:

A percentage is a number out of 100, which means that if we have a number that was 54 percent, then we have:

$54\% = \frac{54}{100} = 0.54$

From this example, since we are given a decimal 0.00325 , we can work backwards to find the percentage by moving the decimal place two spots to the right and add a percentage sign.

The answer is: $0.325\%$

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Example Question #14 : Percents

is what percent of ?

Possible Answers:

150

100

200

Correct answer:

Explanation:

Seeing the word means equal and of is multiplication. We set up an equation.

13=26x Let represent the percentage. Divide on both sides.

0.5=x We shift the decimal two places to the left to find the percentage.

x=50 %

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Example Question #15 : Percents

is what percent of ?

Possible Answers:

33.33%

300%

200%

66.66

Correct answer:

33.33%

Explanation:

Seeing the word means equal and of is multiplication. We set up an equation.

25=75x Let represent the percentage. Divide on both sides.

0.3333=x We shift the decimal two places to the left to find the percentage.

x=33.33 %

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Example Question #1101 : Linear Equations

Rewrite 0.3672 as a percent.

Possible Answers:

$0.003672\%$

$367.2\%$

$36.72\%$

$3.672\%$

$40\%$

Correct answer:

$36.72\%$

Explanation:

In order to write a decimal place as a percent, put the decimal over a denominator of one.

$\frac{0.3672}{1}$

A percentage is some number out of 100 parts.

Move the decimal place on the numerator two places to the right, and then add two zeros on the denominator.

$\frac{0.3672}{1}=\frac{36.72}{100}$

The answer is $36.72\%$ .

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Example Question #1102 : Linear Equations

$25\%$ of is

Possible Answers:

1000

100

Correct answer:

Explanation:

First convert the percent to a decimal. Just shift the decimal place two places to the left. $25\%$ =0.25 . Next, when we see of, it means multiplication.

0.25*40=10.00=10 Remember to shift two decimal places to the left because of decimal placement.

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Example Question #18 : Percents

$30\%$ of is

Possible Answers:

8.1

810

8100

0.81

Correct answer:

8.1

Explanation:

First convert the percent to a decimal. Just shift the decimal place two places to the left. $30\%$ =0.30 . Next, when we see of, it means multiplication.

0.30*27=8.10=8.1 Remember to shift two decimal places to the left because of decimal placement.

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Example Question #19 : Percents

$18.5\%$ of 120 is

Possible Answers:

2.22

2220

222

0.222

22.2

Correct answer:

22.2

Explanation:

First convert the percent to a decimal. Just shift the decimal place two places to the left. $18.5\%$ =0.185 . Next, when we see of, it means multiplication.

0.185*120=22.200=22.2 Remember to shift three decimal places to the left because of decimal placement.

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Example Question #20 : Percents

$55.4\%$ of 180 is

Possible Answers:

997.20

109.72

9.972

89.72

99.72

Correct answer:

99.72

Explanation:

First convert the percent to a decimal. Just shift the decimal place two places to the left. $55.4\%$ =0.554 . Next, when we see of, it means multiplication.

0.554*180=99.720=99.72 Remember to shift three decimal places to the left because of decimal placement.

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Algebra 1 : Percents

Study concepts, example questions & explanations for Algebra 1

All Algebra 1 Resources

Example Questions

Example Question #11 : Percents

Example Question #12 : Percents

Example Question #11 : Percents

Example Question #14 : Percents

Example Question #15 : Percents

Example Question #1101 : Linear Equations

Example Question #1102 : Linear Equations

Example Question #18 : Percents

Example Question #19 : Percents

Example Question #20 : Percents

All Algebra 1 Resources

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