Sophia: Multiplying Monomials and Polynomials: Lesson 3

In this monomial worksheet, pupils use the distributive property to multiply monomials by polynomials. This one-page worksheet contains 15 problems, with answers.

Can you multiply a monomial by a polynomial? Yes you can, if you use the distributive property. Sal describes how to distribute the monomial term over the entire polynomial expression. He does a wonderful job explaining this concept.

Use area to understand how to multiply monomials by polynomials. Students receive immediate feedback and have the opportunity to try questions repeatedly, watch a video or receive hints.

We use the distributive property to multiply monomials by polynomials. For example, 2x(3x+7) = 6x^2+14x. This article provides a brief review of the topic and gives you a couple of practice problems to try on your own.

This site gives a short interactive quiz which allows students to self-assess their understanding of the concept of multiplying monomials and polynomials.

The lesson demonstrates how to multiply monomial expressions with exponents. Examples are included in the video tutorial.

Use the associative property of multiplication to regroup the like terms in this polynomial multiplication expression. Then multiply the terms and make sure it is in simplest form.

The purpose of this lesson is to show that when following the rules for multiplying, monomials can be multiplied by polynomials. It is 5 of 12 in the series titled "Multiplying Monomials and Polynomials."

The purpose of this lesson is to show that when following the rules for multiplying, monomials can be multiplied by polynomials. It is 7 of 12 in the series titled "Multiplying Monomials and Polynomials."

The purpose of this lesson is to show that when following the rules for multiplying, monomials can be multiplied by polynomials. It is 1 of 12 in the series titled "Multiplying Monomials and Polynomials."