What is the Distributive Property in Math? The distributive property is used to help perform mental math when multiplying numbers in arithmetic problems and to rewrite expressions to expose new properties in algebra. Examples of both will be present in this lesson. ...
2 The Distributive Property The distributive property says that if you're multiplying an expression in parentheses by a number, you have to do that operation to every number within the parentheses. When you know what all the numbers are, that's easy: you can just follow the order of operati...
We can verify the distributive property by solving both LHS and RHS. Example: Solve the expression 2(4–3). Using the distributive law of multiplication over subtraction, we have2×(4–3)=(2×4)–2×3=8–6=2Again, if we try to solve the expression with the order of operations or ...
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Distributive Property: SMART Board Resource for Algebra (Grades 6-12) (eLesson Plan)
Now that you know how to use the distributive property you can manipulate numbers in order to do mental math. Related Links: Math algebra Inverse Properties of Addition and Multiplication Trichotomy Property To link to thispage, copy the following code to your site:...
Math Algebra Distributive property What is the Distributive Property?Question:What is the Distributive Property?Solving Math Problems:Let's say you have the following math problem: 2 (5 + 3). You could solve it a couple of different ways. You can add what is in the parenthesis together ...
What are the Distributive Property and Negative Exponents? Although they can look scary, exponents in algebra are great. They're usually small numbers, easy to work with, and once you know a few rules they can become the fun part of simplifying and solving rational (containing both a numerato...
Did you go over the distributive property definition in school but still aren’t sure what it is or why it’s important? The distributive property is a key mathematical property you’ll need to know to solve many algebra problems.In this guide, we explain exactly what the distributive propert...
2(3p+5)−(p+2) Notice that the second parenthesis is multiplied by -1. We can instead write the expression as 2(3p+5)+(−1)(p+2) By using the distributive property we can rewrite the expression as 6p+10−p−2 And by combining the like terms we'll get ...