

Systems of Equations Test Review
Presentation
•
Mathematics
•
9th - 10th Grade
•
Practice Problem
•
Medium
+5
Standards-aligned
Used 94+ times
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8 Slides • 8 Questions
1
Systems of Equations Test Review

2
Systems of Equations
2 or more equations with the SAME variables
The solution to a system will make ALL of the equations TRUE
There are 3 ways to find the solution: Graphing, Substitution or Elimination
3
Graphing
Where do your equations (lines) intersect?
4
Multiple Choice
What is the solution?
(3, -2)
(-2, 3)
no solution
infinitely many
5
6
Don't forget.... we still need the other variable!
once you find the first variable, take that value and substitute it into either equation and solve for the other variable
Write your answer as an ordered pair!
7
Multiple Choice
Which of the following correctly shows substitution being set up?
y=3x
x + y = -32
x + 3x = -32
y + y = -32
y= 3(x + y = -32)
8
Multiple Choice
Use substitution to solve:
y= 3x
x + y = -32
( -8, -24)
(24, 6)
(8, 24)
( -8/3, -8)
9
10
Multiple Choice
Use elimination to solve:
7x+y=−9
−3x−y =5
no solution
(−2,−3)
(1,8)
(−1,−2)
11
Multiple Choice
Are we ready to eliminate?
x + y = 6
x+y =5
yes
no
12
To eliminate we need one variable to become zero
we might need to multiple by -1
we might need to multiply one equation by a factor of the second equation
we might need to multiply both equations (if this is the case, make it easy on yourself and flip flop your numbers)
DON'T EVER FORGET THAT OUR GOAL IS TO MAKE ONE VARIABLE TO GO AWAY
13
Multiple Choice
Use elimination to solve:
4x−2y=4
2x+y=6
(2, 2)
(106, 103)
(5, 4)
infinitely many solutions
14
Systems of Inequalities
your solutions are where your shading overlaps
15
Multiple Choice
What is a possible solution of this system of inequalities?
(−9, 3)
(5, 0)
(0, 10)
(−2, −10)
16
Poll
How ready are you for this test?
Bring it on!
After my deltamath practice I will be golden
I will be coming to academic support before the test
Systems of Equations Test Review

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