Toggle Navigation
Games
Blog
Class PIN
Join for Free
Sign in
Toggle Navigation
Games
PIN
Join for Free
Blog
Pricing
Contact us
Help center
Sign in
Study
Systems of Equations and Inequalities Review
0
%
0
0
0
Back
Restart
Solve the system by graphing. What is the solution?
(-3,3)
Oops!
Okay!
Solve the system by any method. What is the solution?
(5,-1)
Oops!
Okay!
Is (2,1) a solution to the system of equations?
Yes!
Oops!
Okay!
Solve the system of linear equation. What are the two numbers?
The two numbers are 20 and 23.
Oops!
Okay!
Cheeseburgers cost: $1.25 and Nuggets cost: $2.50
Oops!
Okay!
Solve the system by any method. What is the solution?
(-1,3)
Oops!
Okay!
Solve the system by graphing. What is the solution?
(-4,3)
Oops!
Okay!
Solve the system by graphing. What is the solution?
(2,-1)
Oops!
Okay!
Solve the system by any method. What is the solution?
No Solution
Oops!
Okay!
Is (-10,-10) a solution to the system of equations?
No =/
Oops!
Okay!
Solve the system by any method. What is the solution?
(1,-7)
Oops!
Okay!
Solve the system by any method. What is the solution?
(1,4)
Oops!
Okay!
Solve the system by any method. What is the solution?
Infinitely Many Solutions
Oops!
Okay!
Is (3,2) a solution for this system of inequalities?
Yes!
Oops!
Okay!
Solve the system by any method. What is the solution?
(2,-3)
Oops!
Okay!
Solve the system by any method. What is the solution?
No Solution
Oops!
Okay!
Graph the following system of inequalities. A number y is less than 3. A number y is less than or equal to one decreased by x.
Oops!
Okay!
Van can carry: 18 and Bus can carry: 59
Oops!
Okay!
Solve the system by any method. What is the solution?
(6,0)
Oops!
Okay!
Solve the system by any method. What is the solution?
(1,6)
Oops!
Okay!
Solve the system by any method. What is the solution?
(-4,5)
Oops!
Okay!
Solve the system of linear equation. What are the two numbers?
The two numbers are 19 and 4.
Oops!
Okay!
Graph the following system on inequalities. y > -x + 2 AND y < 2x - 1
Oops!
Okay!
Your experience on this site will be improved by allowing cookies.
Allow cookies