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# Percentages

## Using Percentages

Big sale: 75% off!! You see percentages all the time in sales (and if you pay any taxes!). Using percentages is like using decimals:

## 0.75 x 10 = 7.575% of 10 is 7.5

The easiest way to add percentages to your skills is to convert percentages into decimals by dividing by 100.

75% = 75%/100 = 0.75

Most people struggle with finding the cost of something after a discount. If a \$10 hat is on sale for 75% off, then

You can use two strategies to find the hat’s cost when it’s on sale. First, you can subtract the discount:

1. \$10.00 – (\$10.00 x 75%) = \$10.00 – \$7.50 = \$2.50

With more experience, you can factor out the percentages and multiply once:

1. \$10.00 x 100% – (\$10.00 x 75%) = \$10.00 x (100% – 75%) = \$10.00 x 25% = \$2.50

The more second method takes more practice with percentages, but you will find that it’s easier to find a \$35 shirt’s cost after a 10% discount as \$35 x 90% and a \$75 jacket’s cost after a 33% discount as 75 x 0.67.

Here are two videos to help you understand how to use percentages from Sal himself!

## Finding Percentages

If you need to find a percentage, you are changing a fraction or a decimal into hundredths. You can think of this as a fraction with a denominator of 100 or a decimal to 2 places. Here is a great video explaining how to use equal fractions and long division to find percentages.

This longer video goes into the process finding and using percentages more in depth.