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10-2 Multiplying Polynomials by Monomials

10-2 Multiplying Polynomials by Monomials

Assessment

Presentation

•

Mathematics

•

8th - 9th Grade

•

Medium

•
CCSS
6.EE.A.3, HSA.APR.A.1

Standards-aligned

Created by

Muraad Jawaada

Used 19+ times

FREE Resource

7 Slides • 20 Questions

1

10-2 Multiplying Polynomials by Monomials


Monday, Oct. 19 /2020

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4

Multiple Choice

Multiply the monomial and the polynomial:
 −7x2(x3−2)=-7x^2\left(x^3-2\right)=  

1

 −7x5+14x2-7x^5+14x^2  

2

 −7x6+14x2-7x^6+14x^2  

3

 7x5−14x27x^5-14x^2  

4

 7x6−14x27x^6-14x^2  

5

Multiple Choice

Multiply, then combine like terms:
 2x(3x+5)+3(3x+5)=2x\left(3x+5\right)+3\left(3x+5\right)=  

1

 6x2+13x+86x^2+13x+8  

2

 5x2+13x+85x^2+13x+8  

3

 18x+818x+8  

4

 6x2+19x+156x^2+19x+15  

6

Multiple Choice

Multiply the monomial by the polynomial:
 4y2(2y3−5y−3)=4y^2\left(2y^3-5y-3\right)=  

1

 8y5−20y3−12y28y^5-20y^3-12y^2  

2

 8y5+20y3+12y28y^5+20y^3+12y^2  

3

 6y5−1y3+1y26y^5-1y^3+1y^2  

4

 6y6−20y3−12y26y^6-20y^3-12y^2  

7

Multiple Choice

Multiply the monomial and the polynomial:
 2x(3x2+5x−7)=2x\left(3x^2+5x-7\right)=  

1

 5x3+7x2−5x5x^3+7x^2-5x  

2

 6x3+10x2−14x6x^3+10x^2-14x  

3

 3x2+7x−73x^2+7x-7  

4

 −6x3−10x2+14x-6x^3-10x^2+14x  

8

Multiple Choice

Multiply by distributing:
 2(3x+8)=2\left(3x+8\right)=  

1

 5x+105x+10  

2

 6x2+166x^2+16  

3

 6x+166x+16  

4

 5x2+105x^2+10  

9

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10

Multiple Choice

Multiply, then combine like terms.
 5a(4−6x)−3x(2+a)=5a\left(4-6x\right)-3x\left(2+a\right)=  

1

 20a−27ax−6x20a-27ax-6x  

2

 20a+23ax+6x20a+23ax+6x  

3

 9a−14ax−x9a-14ax-x  

4

 9a+14ax+6x9a+14ax+6x  

11

Multiple Choice

Multiply, then combine like terms:
 2(x−1)−3x(4x−7)=2\left(x-1\right)-3x\left(4x-7\right)=  

1

 16x−216x-2  

2

 12x2−19x−212x^2-19x-2  

3

 12x2−23x+212x^2-23x+2  

4

 −12x2+23x−2-12x^2+23x-2  

12

Multiple Choice

Multiply, then combine like terms:
 −2(−4y+3x−1)+2(−2y+4x+2)=-2\left(-4y+3x-1\right)+2\left(-2y+4x+2\right)=  

1

 4y+2x+64y+2x+6  

2

 12y+14x+312y+14x+3  

3

 −4y−2x−6-4y-2x-6  

4

 −6y+7x+1-6y+7x+1  

13

Multiple Choice

Multiply, then combine like terms:
 x2(5x+3)+2x(4x−1)+3(−2x+4)=x^2\left(5x+3\right)+2x\left(4x-1\right)+3\left(-2x+4\right)=  

1

 5x3+11x2−8x+125x^3+11x^2-8x+12  

2

 5x3+11x4−8x2+125x^3+11x^4-8x^2+12  

3

 −5x3−11x2+8x−12-5x^3-11x^2+8x-12  

4

 5x2+11x+45x^2+11x+4  

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Open Ended

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Read this question, and try to submit the answer.

16

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18

Multiple Choice

4 - 8(2k - 1) = 14k

1

2/5

2

-2/5

3

2/15

4

-2/15

19

Multiple Choice

5u - 7(2 - 3u) = 12

1

-26/17

2

13/4

3

-13/4

4

1

20

Multiple Choice

9x - 2(x + 8) = -2

1

-10/7

2

-18/7

3

-2

4

2

21

Multiple Choice

5(x - 4) = 16 - 2(1 - 2x)

1

-6

2

- 2/3

3

34

4

34/9

22

Multiple Choice

3(2e + 5) + 8(1 - e) = 1

1

11

2

- 11

3

13

4

- 13

23

Multiple Choice

-10s = 30 - 2(7 + 6s)

1

5

2

- 5

3

- 8

4

8

24

Multiple Choice

3(2m + 1) + 5 = 2m

1

0

2

- 1

3

- 2

4

2

25

Multiple Choice

3(4r - 1) + 5 = 26

1

-1

2

2

3

-2

4

4

26

Multiple Choice

3x + 2 = 2(2x + 3)

1

4

2

-4

3

1

4

-1

27

Multiple Choice

4(y - 6) = 11 - y

1

7

2

17/5

3

- 7

4

- 17/5

pattern-tertiary

10-2 Multiplying Polynomials by Monomials


Monday, Oct. 19 /2020

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