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7th Ch 5.2
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Daily Warm-Up Exercises
For use with pages xxxβxxx 1) 3m m + 2π 2 Terms = Constant = Coefficient = Like terms = Variable = 2) 4x π₯ 2 + 7π₯ 2 2
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Answers to homework
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Ch 5.2 Standard: af 1.3 simplify numerical expressions by applying properties of rational numbers CONNECT BEFORE you wrote algebraic expressions. NOW you will simplify algebraic expressions. Goals: 1.) We will identify parts of an expression. 2.) We will combine like terms.
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Group the like terms together. Add or subtract the like terms.
Name date period Combine Like Terms Essential question: How do we combine like terms in expressions? Steps: Group the like terms together. Add or subtract the like terms. Bring everything else down.
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1) 3x + x β 5 2) 9y + z β 7y + 5z 3) x β 9 + x
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1) 9y y 2) 8x + 9z β 2x + z 12x x β 3 Describe each step you used to solve problem #3. _______________________________________________ __________________________________________________
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1) 9y y 2) 8x + 9z β 2x + z 12x x β 3 Describe each step you used to solve problem #3. _______________________________________________ __________________________________________________
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4) 5 π₯ x β 2x + 3 π₯ 2 5) 9 π₯ π₯ π₯ 2 β 8 π₯ 3
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Summary There are ___ steps to combine like terms. First, __________________________________ . Afterwards, ____________________________ . Lastly, _________________________________ .
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Practice Combine like terms 8 +2x + 6x + 9 2) x + 2x + 9x
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Practice Combine like terms 1) 5 π₯ 5 + 1 + 8 π₯ 5 + 7 π₯ 5 + 9 + 2 π₯ 3
1) 5 π₯ π₯ π₯ π₯ 3 2) 4 π₯ π₯ π₯ 3
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Ex 3) simplify expressions
Use the distributive property. Combine the like terms.
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3a) 2(4 + x) + x 3b) -5(3y β 6) +7y 3c) 2x β 3 (6 + x)
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Practice 3d) 5(x + 3) β 2x 3e) -6(2x β 4 ) + 8x
3f) 4(3y + 2) + 3y β 8x
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