Number of Solutions
Two-Step Equations
Multistep Equations
Variables on Both Sides Equations
Steps to Solve
3(2x+1) + x = 90
100

True or False: A linear equation has ONE solution when the variable equals zero.

What is True

100

y/4 +10=-14

What is -96

100

-2 = -7m + 6m

What is 2

100

4m+2=-3m+16

What is m=2

100

What is the first step in solving multistep equations?

What is Distribute (get rid of grouping symbols)

200

True or False: A linear equation has INFINTELY MANY solutions when both sides of the equation are equivalent?

What is True

200

17=3x-4

What is 7

200

-3(2a-3)+1=-20

What is a=5

200

2+x=1+6(7x+7)

What is x=-1

200

What is the second step in solving multistep equations?

What is combine like terms 

300

True or False: A linear equation has ONE solution when the equation makes a false statement

What is False

300

-8=-2-3p

What is p=2

300

-168=-7(-5+3x)-8x

What is x = 7

300

4w+2-w=7-2w

What is w=1

300

What is the third step in solving multistep equations?

Move the variable to one side

400

How many solutions does this equation have?

y+13+7y-7=2(4y+3)

What is Infinitely Many

400

Which of the following has a solution of y=-22. Select all that apply.
A) 2y-11=-2

B) -22=y+1

C)  y/3+3=-9

D)  -68=3y-2

E)  -2y+9=-11

F)  y/2+8=-3

What is D and F

400

-4(5x-8)= -108

What is a=7

400

4r+39=5(5-2r)

What is r=-1

400

What is the fourth step in solving multistep equations?

Add or Subtract to isolate the variable term
500

How many solutions does this equation have?

25-2z-10z = -3(4z+8)-1

What is None 

500

Justin signed up for a gym membership. The gym charges a one-time fee of $59 plus a monthly fee of $41.50. Justin determines that he will pay a total of $557 for his gym membership after how many months?

 What is 12

500

Erin and Olivia are timing their minutes spent reading.  Erin has read 145 minutes so far, and plans to read 25 minutes each day as she continues.  Olivia has read 200 minutes and plans to read 14 minutes each day as she continues.  After how many days will they have read the same amount of time?  Write and solve an equation to represent this situation.

What is 5 days

500

Drew had $48 in his savings account. Each week he added $8 to his account. Stacie had $87 in her account. Each week she took $5 out. After how many weeks will they have the same amount of money in their savings accounts?

What is 3 weeks

500

What is the fifth step in solving multistep equations?

multiply or divide to isolate the variable