
no solution, infinite solution
Presentation
•
Mathematics
•
6th - 8th Grade
•
Easy
Standards-aligned
Cynthia Careaga
Used 17+ times
FREE Resource
6 Slides • 7 Questions
1

2
Some equations do not have one solution. Equations can also have no solution or infinitely many solutions.
When solving an equation that has no solution, you will obtain an equivalent equation that is not true for any value of the variable, such as 0 = 2.
4 - x = 8 - x
3
8h - 4 = 4(2h - 1)
4
When solving an equation that has infinitely many solutions, you will obtain an equivalent equation that is true for all values of the variable, such as − 5 = − 5.
8f = 2f + 6f
5
Multiple Choice
How many solutions does this equation have?
8k - 4 = 8k - 4
Infinite
None
One
Two
6
Multiple Choice
How many solutions does this equation have?
3x = 3x - 8
Infinite
None
One
Two
7
1. Distribute
2. Combine constants and coefficients (combining like terms)
3. Move constants to one side of the equation
4. Move coefficients to the other side of the equation
5. Divide by the coefficient
8
Open Ended
3(5x−2)+10=13
15x−6+10=13
What would be the next step that you need to take?
9
Open Ended
2(3x−1)+3=8x−4+2x
Write the equation if I distribute and combine like terms. (Do not move anything to the other side)
10
One Solution - when you solve you will get x=#
No Solution - when you solve you will get a false statement, like 6=10
Infinite Solutions - when you solve you will get a true statemen, like 5=5
11
Multiple Choice
When you solve an equation you get 8=8. How many solutions does that equation have?
One
None
Infinite
12
Multiple Choice
When you solve an equation you get x=4. How many solutions does that equation have?
One
None
Infinite
13
Multiple Choice
When you solve an equation you get 5=3. How many solutions does that equation have?
One
None
Infinite

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