How do you convert a percentage to a fraction?

How do you convert a percentage to a fraction?

• A. Divide by 100
• B. Drop the percent sign and multiply by 1/100
• C. Add 100 to the value
• D. Convert the fraction to a decimal first

Answer: (B)

To convert a percentage to a fraction, the process involves recognizing that the term 'percentage' refers to 'per 100'. Thus, when you have a percentage value, you can express it as a fraction over 100. By dropping the percent sign and then multiplying by 1/100, you effectively create a fraction where the numerator is the original percentage value and the denominator is 100. For example, if you have 75%, you would drop the percent sign to get 75 and write it over 100, resulting in the fraction 75/100. Multiplying by 1/100 is equivalent to creating the fraction directly. This method accurately represents the value in fraction form. The other options do not correctly describe the procedure for converting a percentage into a fraction. Adding 100 or converting a fraction to a decimal does not relate to the conversion process needed in this context. Therefore, using the multiplication of the fractional representation directly leads to the correct understanding and method for conversion.

To convert a percentage to a fraction, the process involves recognizing that the term 'percentage' refers to 'per 100'. Thus, when you have a percentage value, you can express it as a fraction over 100. By dropping the percent sign and then multiplying by 1/100, you effectively create a fraction where the numerator is the original percentage value and the denominator is 100.

For example, if you have 75%, you would drop the percent sign to get 75 and write it over 100, resulting in the fraction 75/100. Multiplying by 1/100 is equivalent to creating the fraction directly. This method accurately represents the value in fraction form.

The other options do not correctly describe the procedure for converting a percentage into a fraction. Adding 100 or converting a fraction to a decimal does not relate to the conversion process needed in this context. Therefore, using the multiplication of the fractional representation directly leads to the correct understanding and method for conversion.