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How To
Home›How To›4 Ways to Multiply or Divide Two Percentages

4 Ways to Multiply or Divide Two Percentages

By Matthew Lynch
December 25, 2023
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When working with percentages, it’s common to encounter situations that require multiplying or dividing them. In this article, we will cover four different methods for doing so, making it an easy and accurate process. Let’s dive right into the techniques!

1. Decimal Conversion Method:

The decimal conversion method is arguably the simplest way to multiply or divide percentages. To use this technique, follow these steps:

a. Convert each percentage to a decimal by dividing the percentage by 100.

b. Multiply or divide the decimals as you would multiply or divide normal numbers.

c. Convert the result back to a percentage by multiplying by 100.

Example: Multiply 35% by 50%

a. 35% ÷ 100 = 0.35 and 50% ÷ 100 = 0.50

b. 0.35 × 0.50 = 0.175

c. 0.175 × 100 = 17.5%

2. Fraction Method:

Another approach to multiplying or dividing percentages is by converting them into fractions.

a. Change each percentage to a fraction by placing it over 100.

b. Simplify the fractions if necessary.

c. Multiply or divide the fractions.

d. Convert the result back to a percentage (if needed).

Example: Divide 75% by 25%

a. (75 ÷ 100) ÷ (25 ÷ 100) = ¾ ÷ ¼

b. No simplification is needed in this case.

c. (¾) ÷ (¼) = (¾) × (4/1) = 3

d. The result is already in whole number form, so there’s no need for conversion.

3. Ratio Method:

Using ratios can also be helpful when multiplying or dividing percentages.

a. Convert the given percentages to ratios.

b. Multiply or divide the corresponding ratios.

c. Change the result back to a percentage.

Example: Multiply 20% by 30%

a. 20:100 and 30:100

b. (20 × 30): (100 × 100) = 600:10000

c. (600 ÷ 10000) × 100 = 6%

4. Direct Method:

The direct method involves performing operations with percentages as if they were whole numbers, which can be helpful in specific cases.

Example: Divide 40% by 5%

a. Directly divide the percentage by the number (40% ÷ 5).

b. The result is 8%.

These four methods provide you with various options for calculating products and quotients when dealing with percentages. Choose the one that works best for your needs and practice using it to master this essential math skill!

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