One Step Equations
Two Step Equations
Multi Step Equations
One Step Inequalities
Two-step ineq: not on test
100
4x=24
x=6
100
3x+18=3
x=-5
100
Solve for t.
5(t+2)=50
t=8
100
Solve the inequality
t+4<=9
t<=5
100
Solve the inequality.
4+3t> -11
t> -5
200
-6v=30
v=-5
200
-4r+20=8
r=3
200
Solve for x.
2(x-1)=30
x=16
200
x>4
200
Solve the inequality.
-3n-5>7
n<-4
300
t/-4=9
t=-36
300
v/2+4=-2
v=-12
300
3(c+16)=15
c=-11
300
-8n<48
n> -6
300
Solve the inequality.
2y-5<= -15
y<= -5
400
u/2=-10
u=-20
400
Subtract both sides by 4
x=2
400
(x+4)/3=5
x=11
400
Select ALL that are solutions to the inequality.
w-10>=15
a) w=20
b) w=25
c) w= 30
b) and c)
400
Solve the inequality.
-1<=8-3t
3<=t
or
t>=3
500
William walked his dog in the morning and in the afternoon. In the morning, he walks his dog 20 minutes. Altogether, he walks his dog 45 minutes.
How long did William walk his dog in the afternoon?
He walks his dog in the afternoon for 25 minutes
500
Find the Error. Then identify the correct solution.x
Should add 2 instead of subtract 2 on both sides.
The correct answer is x = 8
500
Find the Error. Then identify the correct solution.x
-18-3=-21
The correct solution is x=-126
500
David can spend at most $18 to ride go-karts and play games at the state fair. Suppose the go-karts cost $5.
Write and solve an inequality to determine the amount David can spend on games, if he rides go-karts once. Interpret the solution.
5+x<= 18
x<= 13
The most David can spend games is $13
500
BOWLING ALLEY A bowling alley charges $5 for shoe rentals plus $10 per game. If Daniella wants to spend at most $45 in total, how many games can she play?
Write an inequality that represents how many games she can play. Interpret the solution.
Let g = the number of games Daniella can play
5+10g<=45
g<=4
This means that Daniella can play at most 4 games with $45.