Lesson ID: 11413
Oh good, those sneakers I want are discounted! But do I have enough money to buy them? How much are they? Learn the two ways to calculate discounts so you can be a better shopper (candy not included)!
Hurry! All the Halloween candy is selling for 75% off the original price. Now that's a bargain!
Every day you get bombarded with commercials telling you about the best deals, emails advertising online discounts, and fliers in the mailbox urging you to "Buy now and save!"
Even a fun trip to mall can turn into a mathematical nightmare when you see your favorite store sporting a "% off" sign.
This skill can make you the savvy shopper in your household!
The word "percent" actually means "per hundred."
Let's get started.
Say you walk into the local department store and a jersey for your favorite team is 40% off. The original price was $39.99.
To find the total, you can solve this problem in one of two ways. Let's look at both techniques:
| Method 1 | Method 2 | ||
|
|
||
|
.40 • $39.99 = x |
|
If the discount is 40% OFF, what percent are you still paying? |
|
$16.00 = x |
|
100% - 40% = 60% |
|
|
||
|
$39.99 - $16.00 = $23.99 |
|
.60 • $39.99 = $23.99 |
| The shirt is now $23.99 on sale. | |||
As you can see, both methods lead you to the same answer. You need to decide which method is easiest for you.
Method 1
Method 2
Take a moment to notice what is the same and different about both methods.
The good news is they are both just two steps and will get you a correct answer. Since that is the case, you can pick your preferred method and use it moving forward.
Pick your favorite method to find discounts and get ready to use it in the Got It? section.