Title: Solving Add Subtract Equations Review
Course: quiz duplicate error

Q: Solve the equation. Check your solution.

m - 9 = -4
- m = -13 (incorrect)
- m = -5 (incorrect)
- m = 13 (incorrect)
- m = 5 (correct)
A: m = 5

Q: Solve the equation using the addition principle.

x + 4 = 7
- -11 (incorrect)
- 11 (incorrect)
- -3 (incorrect)
- 3 (correct)
A: 3

Q: Solve the equation using the addition principle.

6 = x + 5
- 1 (correct)
- 11 (incorrect)
- -1 (incorrect)
- -11 (incorrect)
A: 1

Q: Solve the equation. Check your solution.

28 = a - 30
- a = -2 (incorrect)
- a = -58 (incorrect)
- a = 58 (correct)
- a = 2 (incorrect)
A: a = 58

Q: Solve the equation using the addition principle.

b - 25.27 = 0
- 24.27 (incorrect)
- 25.27 (correct)
- -25.27 (incorrect)
- -24.27 (incorrect)
A: 25.27

Q: Solve the equation using the addition principle.

-1 + x = 11
- -10 (incorrect)
- 12 (correct)
- -12 (incorrect)
- 10 (incorrect)
A: 12

Q: Solve the equation. Check your solution.

20 = -11 + z
- z = -31 (incorrect)
- z = 9 (incorrect)
- z = 31 (correct)
- z = -9 (incorrect)
A: z = 31

Q: Solve. Check your solution.

-27.3 = 14.6 + m
- m = 41.9 (incorrect)
- m = -41.9 (correct)
- m = -12.7 (incorrect)
- m = 12.7 (incorrect)
A: m = -41.9

Q: Solve the equation using the addition principle.

[Image] + x = 5
- [Image] (incorrect)
- 19 (incorrect)
- 1 (incorrect)
- [Image] (correct)
A: [Image]

Q: Solve the equation. Check your solution.

t + [Image] = [Image]
- t = [Image] (incorrect)
- t = 2 (incorrect)
- t = [Image] (incorrect)
- t = [Image] (correct)
A: t = [Image]

Q: Solve the equation. Check your solution.

s - [Image] = [Image]
- s = [Image] (incorrect)
- s = 1 (correct)
- s = 6 (incorrect)
- s = [Image] (incorrect)
A: s = 1

Q: Solve the equation. Check your solution.

x + 1 [Image] = 1 [Image]
- x = 1 (incorrect)
- x = [Image] (incorrect)
- x = [Image] (correct)
- x = [Image] (incorrect)
A: x = [Image]

Q: Solve the equation using the addition principle.

x - [Image] = - [Image]
- [Image] (correct)
- - [Image] (incorrect)
- - [Image] (incorrect)
- [Image] (incorrect)
A: [Image]

Q: Solve the equation. Check your solution.

m - 5 = 8
- m = 13 (correct)
- m = -3 (incorrect)
- m = -13 (incorrect)
- m = 3 (incorrect)
A: m = 13

Q: Solve the equation using the addition principle.

x + 6 = 9
- -15 (incorrect)
- 3 (correct)
- 15 (incorrect)
- -3 (incorrect)
A: 3

Q: Solve the equation using the addition principle.

9 = z + 7
- 16 (incorrect)
- -2 (incorrect)
- -16 (incorrect)
- 2 (correct)
A: 2

Q: Solve. Check your solution.

-6 = z - 25
- z = -19 (incorrect)
- z = 19 (correct)
- z = -31 (incorrect)
- z = 31 (incorrect)
A: z = 19

Q: Solve the equation using the addition principle.

b - 9.24 = 0
- 8.24 (incorrect)
- -8.24 (incorrect)
- 9.24 (correct)
- -9.24 (incorrect)
A: 9.24

Q: Solve the equation. Check your solution.

-1 + z = 15
- z = 16 (correct)
- z = -16 (incorrect)
- z = -14 (incorrect)
- z = 14 (incorrect)
A: z = 16

Q: Solve the equation. Check your solution.

18 = -10 + b
- b = 8 (incorrect)
- b = 28 (correct)
- b = -8 (incorrect)
- b = -28 (incorrect)
A: b = 28

Q: Solve the equation using the addition principle.

-13.3 = 22.6 + x
- -35.9 (correct)
- -9.3 (incorrect)
- 9.3 (incorrect)
- 35.9 (incorrect)
A: -35.9

Q: Solve the equation. Check your solution.

[Image] + x = 8
- x = [Image] (incorrect)
- x = 23 (incorrect)
- x = [Image] (correct)
- x = [Image] (incorrect)
A: x = [Image]

Q: Solve the equation using the addition principle.

x + [Image] = [Image]
- 7 (incorrect)
- [Image] (incorrect)
- [Image] (correct)
- [Image] (incorrect)
A: [Image]

Q: Solve the equation using the addition principle.

x - [Image] = [Image]
- [Image] (incorrect)
- [Image] (incorrect)
- 3 (incorrect)
- [Image] (correct)
A: [Image]

Q: Solve the equation. Check your solution.

9 = a - 28
- a = -37 (incorrect)
- a = 19 (incorrect)
- a = -19 (incorrect)
- a = 37 (correct)
A: a = 37

Q: Solve the equation. Check your solution.

s – \[\frac{1}{4}\] = \[\frac{3}{4}\]
- s = [Image] (incorrect)
- s = 1 (correct)
- s = 6 (incorrect)
- s = [Image] (incorrect)
A: s = 1