Name: __________________________ Period: _______ Week 27 Homework Packet β 7th Grade Math Honors Score /4 ASSIGNMENT DUE TUESDAY, FEBRUARY 28, 2017 Unit 4, Chapter 7 β Algebraic Expressions Use the distributive property to simplify each expression below. 1) 4(π₯ + 5) Week Score /12 Stamp For each problem below, use boxes to describe how the distributive property can be used to simplify an expression, then write the simplified expression. An example has been done for you. Ex.) 5(π₯ + 4) x 4 5x 20 2) β3(π + 2) 5 3) π₯(π¦ + 3) 5x + 20 11) 3(π + 7) 4) β5(π β 4) 5) 2(π₯ + π¦ + 4) 12) 4(π β 2) 6) 3(2π₯ β 3π¦) 7) β4(2π β 5π) 8) 1 2 13) 2(π₯ + π¦ + 5) (4π₯ β 6π¦ + 3) 9) 2π(4π + 3π β 5) 14) 3(π + π β 1) 10) β(2π β 4π) Page 1 Corrected by: _______________________________ Name: __________________________ 7th Grade Math Honors Period: _______ Score /4 ASSIGNMENT DUE WED/THU, MARCH 1/2, 2017 Unit 4, Chapter 7 β Algebraic Expressions Simplify each expression below by combining like terms. Show all steps. 1) 3π + 7π + π + 9 + 10 Stamp Skills Review Add or subtract the following fractions by finding the least common denominator. Show all work. 11) 2 12) 1 13) 3 5 + 1 4 2) π + 7 + 4π + 10 3) 3π + 8π + 2π β 3π 3 + 1 6 4) 3π + 7π + 2 + 5π + 10π 5) 9β β 3β + 10π β π + β 7 β 1 2 6) 3π + 2(π + 7) 14) 2 3 β 1 8 7) 4(π₯ + 7) β 4π₯ 8) β2(π β 4) + 3π 15) 3 1 + (β ) 4 8 9) 5 β 2(π₯ + 4) 10) 10π β 3(β2π β 6) Page 2 16) 5 6 β 3 4 Corrected by: _______________________________ Name: _________________________________ 7th Grade Math Honors Period: _________ Score ASSIGNMENT DUE FRIDAY, MARCH 3, 2017 Unit 4, Chapter 7 β Algebraic Expressions Add the following expressions together and write your answer in simplified form. Stamp /4 Simplify each of the following using all of the properties of algebra that we have used so far. Show each step. 1) (2π₯ + 4) + (3π₯ + 7) 9) 4(8π + 6) + (π β 2) 2) (4π β 3) + (5π + 7)π 10) β3(7 β 2π₯) + 7(π₯ β 2) 3) (β3π + 9) + (10π β 7) 4) (4π β 3) + (π + 3) 11) 5(3π + 1) + 3(2 β 4π) β 3π 5) (2π + 11) + (β8π β 4) 6) (7π€ + 3) + (8π€ β 19) 12) 3(π + 7) + 7(2π β 3) 7) (2π β 4π + 7) + (3π β 10) 13) 3(4 β 9π) β 2(5π β 3) 8) (3π₯ β 7π¦ + 10) + (β2π₯ + 6π¦ β 8) Page 3 Corrected by: _______________________________
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