
Types of Solutions
Presentation
•
Mathematics
•
6th - 8th Grade
•
Practice Problem
•
Medium
Standards-aligned
Philip Ruth
Used 39+ times
FREE Resource
7 Slides • 12 Questions
1
Types of Solutions
2
One Solution
4x = 32This equation would only have 1 solution. 8 is the only number that would make this equation true and balance the scale.
3
4
Infinite Solutions
x = xThis equation would only have infinite solutions. Any number would make this equation true and balance the scale, because both sides are identical.
We would say this has infinite solutions, or the solution is All Real Numbers, or Identity
5
6
No Solutions
20 + x = 13 + xThis equation would only have no solution. There isn't any number that would make this equation true and balance the scale, because if we removed the x, we would have 20 = 13.
We would say this has no solution.
7
8
Multiple Choice
x = -5
x = 5
No Solution
Infinite Solutions
9
Multiple Choice
2(5x−2)=−4+10x
No Solution
Infinite Solutions
x=−8
x=12
10
Multiple Choice
3(4−5x)=−2−15x
No Solution
Infinite Solutions
x=14
x=10
11
Multiple Choice
−24+20x=24+8x
x=4
x=−2
No Solution
Infinite Solutions
12
Multiple Choice
7x−3=−3+7x
No Solution
Infinite Solutions
x=0
x=6
13
Multiple Choice
No Solution
x = 0
Infinite Solutions
x = 2
14
Multiple Choice
x = -3
x = 3
No Solution
Infinite Solutions
15
Multiple Choice
6x+5=8+4x+2x
No Solution
Infinite Solutions
x=3
x=13
16
Multiple Choice
−2−2x+7x=3
x=1
x=5
No Solution
Infinite Solutions
17
Multiple Choice
5(2+x)=45+5x
No Solution
Infinite Solutions
x=35
x=55
18
Multiple Choice
−2(x+11)=−18
x=−2
x=2
No Solution
Infinite Solutions
19
Multiple Choice
−2x+5=−2x+5
No Solution
Infinite Solutions
x=10
x=−20
Types of Solutions
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