How To Calculate Half A Percent On A Calculator

Calculators allow you to work out percentages. Whether or not your calculator has a percentage button, the process is incredibly simple. If your calculator has a percentage key, you can use the desired percent directly; if your calculator doesn't have a percentage key, you divide the percentage amount by 100 to get the correct numerical value.

A percentage is a portion of a whole number, where 100 percent is the whole amount. In other words, percentage means "out of one hundred." Percentages can also be converted to fractions; for example, 100 percent is one, 75 percent is three-quarters, 50 percent is one-half and 25 percent is one-quarter.

Imagine you have made a pie and split it into eight slices to share with your friends. One slice is one-eighth of the whole pie, which is 12.5 percent (100 ÷ 8), and if three slices are eaten, this means five slices are left. You can work out what percentage of the pie is left by converting five-eighths to a percentage.

The answer is 62.5 percent:

\(\frac{100}{8} × 5 = \frac{5}{8} × 100 = 62.5 \%\)

Numerically, 100 percent is 1, so you divide the percentage value by 100 to get its numerical value. For example, 25 percent is 0.25 (25 ÷ 100), 50 percent is 0.5 (50 ÷ 100), 75 percent is 0.75 (75 ÷ 100) and so on. If a math problem requires you to work out half a percent of something, the equation 0.5 ÷ 100 converts this to its numerical value of 0.005.

On a very basic calculator without a percentage button (%), you work out half a percent of something using the multiply (×) and equals (=) buttons. For example, to work out half a percent of 240, type 240 into the calculator. Then press the multiply button, followed by 0.005 (the numerical value of half a percent) and then the equals button:

\(240 × 0.005 = 1.2\)

So, half a percent of 240 is 1.2.

To work out the same equation on a calculator with a percentage button, type 240 × 0.5 % = to get the same answer: 1.2. On some calculators, you don't need to press the equals button.

A more advanced math problem might ask you to work out how half a percent affects a value. For example, if a $200 pair of shoes are reduced by half a percent, what is the sale price? The calculation is :

\(200 × 0.5 \% = 1\)

This means the shoes are reduced by $1, so the sale price is $199 ($200 − $1).