
Solve Systems by Elimination (Part 2)
Presentation
•
Mathematics
•
7th - 12th Grade
•
Practice Problem
•
Medium
Standards-aligned
Dianne Saevig
Used 28+ times
FREE Resource
6 Slides • 13 Questions
1
Solve Systems by Elimination (Part 2)
​
2
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
3
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
4
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
5
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
6
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
7
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
8
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
9
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
10
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
11
Multiple Choice
When adding the equations in this system, what will happen?
The x's will be eliminated.
The y's will be eliminated.
Both the x's and the y's will be eliminated.
None of the variables will be eliminated.
12
13
Multiple Select
Consider the system of equations.
2x + 3y = 2
What could be done to the system so that one of the variables would be eliminated by adding the equations together.
*** Check ALL that apply.
Multiply the first equation by 2.
Multiply the first equation by -2.
Multiply the first equation by 3 AND multiply the second equation by 2.
Multiply the second equation by -2.
14
15
Multiple Select
Consider the system of equations.
x + 3y = −18
What could be done to the system so that one of the variables would be eliminated by adding the equations together.
*** Check ALL that apply.
Multiply the second equation by 2.
Multiply the second equation by -2.
Multiply the first equation by -1
Multiply the second equation by -1.
16
17
Multiple Select
Consider the system of equations.
x − 3y = −6
What could be done to the system so that one of the variables would be eliminated by adding the equations together.
*** Check ALL that apply.
Multiply the second equation by 4.
Multiply the second equation by -4.
Multiply the second equation by 3.
Multiply the second equation by -3.
18
19
Solve Systems by Elimination (Part 2)
​
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