Combining Like Terms
Solving Equations, Part 1
Solving Equations, Part 2
Systems of Equations
Solving Inequalities
100
Simplify: 4x + 3y - 2x
What is 2x + 3y
100
Solve: 7y + y = 48
What is y = 6
100
Solve: 4z - 9 = 9z - 34
What is z = 5
100
Solve: y = x + 3 y = 1
What is (-2, 1)
100
4n is less than or equal to -12
What is n is less than or equal to -3
200
Simplify: 2t - 4t + 3t
What is 1t
200
Solve: 8z - 2z = 42
What is z = 7
200
Solve: 6(2x - 10) = 4x + 4
What is x = 8
200
Solve: x + y = 8 x = 2
What is (2, 6)
200
-5p is greater than 15
What is p is less than -3
300
Simplify: 12w + 2(w + 3)
What is 14w + 6
300
Solve 6y + y = 35
What is y = 5
300
Solve: 15c - 8c = 5c + 48
What is c = 24
300
Solve: 4x + 3y = 27 y = 5
What is (3, 5)
300
5z - 12 is greater than -7
What is z is greater than 1
400
Simplify: 5(3m - 2) + 4m
What is 19m - 10
400
Solve 9z - 3z = 48
What is z = 8
400
Solve: 4 - 5x = 3 + x
What is x = 1/6
400
Solve: x + 5y = 11 x = 1
What is (1, 2)
400
8(y + 2) - 14 is greater than 3
What is y is greater than 1/8
500
Simplify: 3(z - 6) + 2z
What is 5z - 18
500
Solve 3y + 6 + 4y - 7 = -8
What is y = -1
500
Solve: 2n + 8 = 2n - 5
What is No Solution
500
Solve: y = 5x + 10 y = x - 2
What is (-3, -5)
500
6k - 9k + 5 is less than -4
What is k is greater than 3.
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