Learning Objectives:

__Math Tutoring on The Distributive Property and Combine Like Terms__

The **Distributive Property** states when we multiply a factor and a sum or difference, we multiply each term of the sum or difference by the factor.

**1) a(b+c) = ab+ac 2) a(b-c) = ab-ac **

When two terms have variable factors, or variable parts, that are exactly the same, the terms are called **like terms.**

To **combine like terms,** we add or subtract the coefficients. The variable factors remain the same.

The **Distributive Law** enables us to combine like terms.

To **simplify algebraic expressions,** we will follow the steps outlined here:

**1.** **Simplify** within the **parentheses** if possible.

**2.** Use the **Distributive Property** to **eliminate the parentheses.**

**3.** **Combine** the **like terms.**

To **evaluate an algebraic expression,** sometimes called a variable expression following steps are to follows:

**1.** **Substitute** or replace the given value or values of the variable or variables into the expression.

**2.** **Evaluate** using the order of operations.

** **

**Learn ****‘The Distributive Property and Combine Like Terms’ with AffordEdu.**

Interested in free assessment? Build your personalized study plan with AffordEdu through knowledge map and go for free assessment and free tuition session with math expert.*

** **

**Hook Questions:**

*1. **What are some of the common errors in applying the Distributive Properties?*

*2. **How does the Distributive Law enable us to combine like terms? *

*3. **Can Distributive property be applied to unlike terms?*

** **

** **

**Learn ‘The Distributive Property and Combine Like Terms’ with AffordEdu Online One on One Math Tutoring.**

Struggling with **The Distributive Property and Combine Like Terms**? Need math help for homework? You are not the only one. Fortunately, our experts in math tutoring are online now and are ready to help.