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Determining Number of Solutions to Linear Equations

Determining Number of Solutions to Linear Equations

Assessment

Presentation

•

Mathematics

•

8th Grade

•

Medium

•
CCSS
8.EE.C.7A

Standards-aligned

Created by

Meagan Lumley

Used 8+ times

FREE Resource

9 Slides • 6 Questions

1

media
⬇️⬇️​Set up your piece of paper as you see below. ⬇️⬇️

We will use the BACK for Examples #1-6.

2

3

media
​Turn your paper SIDEWAYS and make this chart BIG

4

Practice #1

Determine the number of solutions to the equation:

5

Multiple Choice

Determine the number of solutions to the equation:

2(x−1)=x+x−32(x-1)=x+x-3

1

one solution

2

no solution

3

infinitely many solutions

6

Practice #2

Determine the number of solutions to the equation:

7

Multiple Choice

Determine the number of solutions to the equation:

5x+8−7x=−4x+15x+8-7x=-4x+1

1

one solution

2

no solution

3

infinitely many solutions

8

Practice #3

Determine the number of solutions to the equation:

9

Multiple Choice

Determine the number of solutions to the equation:

−4x−7+10x=−7+6x-4x-7+10x=-7+6x

1

one solution

2

no solution

3

infinitely many solutions

10

Practice #4

Determine the number of solutions to the equation:

11

Multiple Choice

Determine the number of solutions to the equation:

−25z+1+35z=10z+1-25z+1+35z=10z+1

1

one solution

2

no solution

3

infinitely many solutions

12

Practice #5

Determine the number of solutions to the equation:

13

Multiple Choice

Determine the number of solutions to the equation:

20z−5−12z=10z+820z-5-12z=10z+8

1

one solution

2

no solution

3

infinitely many solutions

14

Practice #6

Determine the number of solutions to the equation:

15

Multiple Choice

Determine the number of solutions to the equation:

3x+2x−4=5(x−2)3x+2x-4=5(x-2)

1

one solution

2

no solution

3

many solutions

pattern-tertiary
media
⬇️⬇️​Set up your piece of paper as you see below. ⬇️⬇️

We will use the BACK for Examples #1-6.

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