

Special Case Equations
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Rachel ApexFriendshipMS
Used 1+ times
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4 Slides • 7 Questions
1

2
Means that only one number can make the statement true
Solutions shown as: x=3, y=8, b=4, x = -5
A way to tell if the equation only has one solutions is that there are a different amount of x's on each side
For example: 4x = 6x or 5x+3= 8x+6
3
Means that NO number you choose can make the statement true
Solutions look like: 3=5 or -4 = 9 or 2 = -32
A way to tell if the equation is NO solution is that there are the same amount of x's on each side but the constants are different on each side
For Example: 3x +4 = 3x -5 or 6x - 4 = 6x + 10
4
Means that no matter what number you give me it WILL be a solution to the equation
Solutions look like: 2 = 2 or 4=4 or -3 = -3 or 0 = 0
A way to tell if the equation is ALL solutions is that there are the SAME amount of x's on each side and there are the SAME amount of constants on each side.
For example: 4x + 5 = 4x + 5 or 2x - 3 = 2x -3
5
Multiple Choice
What is the solution to this equation?
One solution
No solution
Infinite (All) Solutions
I am confused
6
Multiple Choice
What is the solution to the equations?
One Solution
No Solution
Infinite Solutions
I am confused
7
Multiple Select
What number do I need to be able to have All solutions? 3 = _
0
- 3
6
3
8
Multiple Choice
How many solutions does this equation have?
6x + 9 = 3x + 9
One Solution
No Solution
Infinite (All) Solutions
I am confused
9
Multiple Select
What is the missing information that would make the statement true for NO solution?
3x + 5 = 3x + _
0
-5
5
7
10
Multiple Select
What is the missing information that would make the statement true for One solution?
4x + 5 = _ - 6
4x
3x
10x
5x
11
Open Ended
What is the missing information that would make the statement true for INFINITE (All) solution?
_ + 10 = 5x + 10

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