Warm-up Mina p. 10. 2 4 4 5 9 2 7 3. 2 -4 4 -5 9 -2 7 -3. 5 4 3 5 7 2 6 3. After completing the warm-up, check your homework. Mimio Lesson. Lesson 1 Lesson 2. Remember!.

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Multiplying Monomials. S. Calahan. Simplify. Remember the rules for multiplying monomials a m • a n = a m+n (a m ) n = a m•n. Example. a 2 (a 3 )(a 6 ) a 2+3+6 a 11. example. (10 2 ) 3 10 2•3 10 6. example. (cd 2 )(c 3 d 2 ) C 1+3 d 2+2 c 4 d 4. example. (-3l) 3 -3 3 l 3

Multiply monomials. To multiply a polynomial by a monomial. Multiply the numbers together. Multiply the same letters together by adding the exponents. Ex – 3x 3 y 6 z 8 ( 5x 9 y 4 z 7 )=. 15x 12 y 10 z 15. 16 a 9 b 3 (5a 7 z)=. 80a 16 b 3 z. To multiply a polynomial by a monomial.

Multiplying Monomials. Lesson 7-1: Multiplying Monomials SOL A.2a. Objective. Multiply monomials Simplify expressions involving monomials. Vocabulary!. Monomial:

Multiplying Monomials. Chapter 8.1. Multiplying Monomials. Lesson Objective: NCSCOS 1.01 – Write the equivalent forms of algebraic expressions to solve problems Students will know how to apply the laws of exponents when multiplying monomials. Multiplying Monomials. Example 1-

Multiplying Monomials. Objectives. Be able to multiply monomials. Be able to simplify expressions involving powers of monomials. Vocabulary. Power. Exponent. Base. Monomials - a number, a variable, or a product of a number and one or more variables.

Multiplying Monomials. Dividing Monomials. Add/Subtract Polynomials. LCM & Multiplying Polynomials. Degree & Order. Scientific Notation. Scientific Notation. Multiplying Monomials. Add/Subtract Polynomials. LCM & Multiplying Polynomials. Degree & Order. Dividing Monomials.

4.3 Multiplying Monomials. Objectives: To apply laws of exponents to multiply monomials To extend these rules to more complicated monomials. Rules for Combining Like Terms. Recall that there are two requirements for being able to COMBINE LIKE TERMS. Same variables Same exponents.

7.1 Multiplying Monomials. Monomial - a number, a variable or a product of a number and one or more variables. Monomials do not have variables in the denominator . A real number is a monomial called a constant. Example 1 – Determine whether the following expressions are monomials. a. 10.

8.1 Multiplying Monomials. What you’ll learn: To multiply monomials To simplify expressions involving powers of monomials. Vocab. Monomial – a number, a variable, or the product of a number and one or more variables. NO addition, subtraction or division by a variable!

7.1 Multiplying Monomials. Objective: A)Multiply Monomials B) Simplify expressions involving monomials. VOCABULARY. Monomial- A number, a variable, or a product of a number and one or more variables Example: x 2 , 3m, 6v 9 Constant- A monomial that is a real number Example: 10, 8, 3.