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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.## Madden 20 practice squad

- 1. I showed an example of distributive property on the overhead. i. e. 4(x+2) 2. I explained how to determine if it truly was a distributive property problem. You have a set of parentheses, inside the parentheses you have two terms, the terms are separated with either a "+" or "-", and there is a term directly on the left side of the ...
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Sometimes this law is also called the Order Property. Examples: x + y + z = z + x + y = y + x + z Here is an example using numbers where x = 5, y = 1, and z = 7 5 + 1 + 7 = 13 7 + 5 + 1 = 13 1 + 5 + 7 = 13 As you can see, the order doesn't matter. The answer comes out the same no matter which way we add up the numbers. Commutative Law of ...## Examples of controlled variables in experiments

- 0.8 # ( 30) = -24; Distributive Property (of multiplication over addition) 12. a. True. Using the Distributive Property, 432 groups of 50 is the same as 400 groups of 50 plus 32 groups of 50. True. Using the Distributive Property, b. 400 32 = 368. 400 groups of 50 minus 32 groups of 50 is the same as 368 groups of 50. c. Not true. 998 ˜ -1000 ...
- You can use the Distributive Property to break apart numbers to make them easier to divide. The Distributive Property of division says that dividing a sum by a number is the same as dividing each addend by the number and then adding the quotients. A. Outline a rectangle on a grid to model 69 ÷ 3. Shade columns of 3 until you have 69 squares.

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