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Warm Up – Write an algebraic expression for each example
1) Twenty less than a number n 2) 7 times the quantity x minus 3 3) The quotient of a + b and 2 4) 2 cubed decreased by three 5) The total of the numbers a, b and c **CW Worksheet #s 1- 8 as warm up
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Homework Check 1.1 1) z – 3 2) 2b 3) 4m 4) 4x + 3 5) 2a – 9
6) nine more than the product of -4 and a number x 7) The product of 2 and n divided by 3
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Simplifying & Evaluating Expressions
Unit 1, Day 2
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**Reminders Like terms- have identical variables, meaning they have the same variables to the same exponent Constants are like terms Simplify means to rewrite an expression using the smallest number of terms
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Equivalent Expressions
Expressions that have the same value for all the values of the variables It is a step to finding the most simplified expression The most simplified expression is also an equivalent expression
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Examples: Identify the Like Terms
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Examples: Now Combine the like terms
Make sure to point out to your students an EQUIVALENT EXPRESSION and the MOST SIMPLIFIED EXPRESSION
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Distributive Property
The process of simplifying an expression by distributing a term by multiplying to any contents in the parenthesis. EX: Simplify each expression: 1) 2) 3) 4)
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Simplify each expression:
1. 5(y + 2) + 7y 2. 5(x + 3) + 7 (4 + 2x) 3. – 3 (z + y) – 4 (3 + 5z)
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CW Worksheet #s 9 – 19 odds Work together!!!
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Evaluating Expressions
To evaluate expressions you simply plug given values into the expression Make sure to use PEMDAS when evaluating Example: If a = 9 , b = 8, and c = 5, evaluate: 8c + ab – 4b
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Evaluating Expressions
1. If a = 12, b = 5, and c = 4, evaluate: 3c + bc – 2a 2. If x=4, y=-2, and w=1/2, evaluate: 3. If p=-3, q=2, and u=8, evaluate:
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CW Worksheet #s 1 – 14 odds
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Homework: HW 1.2 Remember – Quiz Friday!!
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