# Distributive property problems with answers

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3. Use the Distributive Property. 4. Simplify algebraic expressions by combining like terms. 1. Evaluate algebraic expressions Definitions: 1. A _____is any letter that we use to represents any number from a set of numbers. 2.

44 practice problems and an answer key. This packet helps students practice how to solve equation using the distributive property. Each page starts with easier problems that get more difficult as students work through the packet.

Sep 30, 2013 · Answer is $223.65 but I really need help on how to apply the distributive property, I made an attempt at it though, below: (7(30.00 – 0.05)) + 7(2.00) = (7(30.00) – 7(0.05)) + 14.00 = (210.00 – 0.35) + 14.00 = 209.65 + 14.00 =$223.65. pretty unsure whether or not I did it right

The next property formalizes this idea. 13 x221 12 6x2 4x 3x 2 2x13x 22 113x 22 1 x121 52 x2 x 5x 5 x1x 12 51x 12 5.1 Factoring by Using the Distributive Property 245 EXAMPLE 7 Property 5.1 For all real numbers a and b, ab 0 if and only if a 0 or b 0 Property 5.1 provides us with another technique for solving equations.

44 practice problems and an answer key. This packet helps students practice how to solve equation using the distributive property. Each page starts with easier problems that get more difficult as students work through the packet.

Emma wants to use the distributive property to solve this equation. 5(x - 2) = 30 Help her follow these steps to finish solving for x. 1. Distributive property: 5x - 10 = 30 2. Addition property of equality: 5x = 40 3. Division property of equality: x = 8

The Associative Property of Addition is one of four basic properties that students will learn in early addition lessons and use later in multiplication and pre-algebra. The properties include the commutative, identity, and distributive properties--all of which I cover in other math lessons.

Make math learning fun and effective with Prodigy Math Game. Free for students, parents and educators. Sign up today! Use the Distributive Property to rewrite each expression. Then simplify. 2(x + 4) 62/87,21 (5 + n)3 62/87,21 (4 ± 3m )8 62/87,21 ±3(2 x ± 6) 62/87,21 Simplify each expression. If not possible, write simplified . 13 r + 5 r 62/87,21 3x3 ± 2x2 62/87,21 The expression 3 x3 ± 2x2 is simplified because it contains no like terms or parentheses. ©j f2 20H1t2 d RKUuMtqa0 FS vo bfjt 9wta or qe5 zL QLIC G.c X 3AFlEl6 9r8ivg9h ntJsm hr Be Js 0e Qr9vCeid H.9 h HMJaJd ex iw qiIt phS IXncfYitn 1iBtueY kP 3r JeS- vAalJgje 7b Hra8.k Worksheet by Kuta Software LLC