Contributor: Briana Pincherri. Lesson ID: 11181
Do you have negative feelings about subtraction, especially when negative numbers are involved? Learn the easy rules to turn those negatives into a positive math experience!
Well, good news! When those pesky positive and negative signs appear in the same subtraction problem, you can change the problem to addition and solve it!
It's true, and this lesson shows you how to do it!
If you know how to complete addition problems with positive and negative signs, then you can easily subtract as well.
Nearly every subtraction problem involving positive and negative numbers can be rewritten as an addition problem.
Take a look.
SIMPLE SUBTRACTION ALERT: You can rewrite these as addition problems.
-4 | - | (-3) | = | -1 | is the same as | -4 | + | 3 | = | -1 | |
5 | - | 8 | = | -3 | is the same as | 5 | + | (-8) | = | -3 | |
-4 | - | 2 | = | -6 | is the same as | -4 | + | (-2) | = | -6 |
Pretty neat! This is possible because of two rules.
Example: -(-3) = +3
Example: – 5 = +(-5)
Take a moment to consider this.
The problem –7 - (-8) sure has a lot of negative signs, but that does not matter.
You can change it to an addition problem by recognizing that two negatives side by side in a row (the -(-8) in this problem) will make a positive.
This changes the problem to –7 + 8.
Now, follow the rules of addition.
This answer would be –7 + 8 = 1.
Work through a few more examples with the video below.
Hopefully, this has your mind saying, "WOW! Subtraction sure is simple because it just becomes addition!"
Now, go ahead and move to the Got It? section to test your understanding a little further and see if this is all adding up.