Title: Solving Multiply Divide Equations
Course: quiz duplicate error

Q: Solve. Check your solution.

24 = [Image]x
- x = [Image] (incorrect)
- x = 18 (incorrect)
- x = 32 (correct)
- x = [Image] (incorrect)
A: x = 32

Q: Solve using the multiplication principle.

-5s = -85
- 17 (correct)
- 2 (incorrect)
- -80 (incorrect)
- 80 (incorrect)
A: 17

Q: Solve using the multiplication principle.

-133 = 7z
- -140 (incorrect)
- 140 (incorrect)
- 1 (incorrect)
- -19 (correct)
A: -19

Q: Solve using the multiplication principle.

9x = 54
- 45 (incorrect)
- 6 (correct)
- 486 (incorrect)
- [Image] (incorrect)
A: 6

Q: Solve using the multiplication principle.

6.2x = 24.8
- 18.6 (incorrect)
- 4 (correct)
- 20.8 (incorrect)
- [Image] (incorrect)
A: 4

Q: Solve using the multiplication principle.

-9.9y = 39.6
- -35.6 (incorrect)
- -4 (correct)
- -29.7 (incorrect)
- - [Image] (incorrect)
A: -4

Q: Solve using the multiplication principle.

-37.6m = -376
- 10 (correct)
- 366 (incorrect)
- 338.4 (incorrect)
- [Image] (incorrect)
A: 10

Q: Solve using the multiplication principle.

-67.2 = 8.4z
- -58.8 (incorrect)
- -59.2 (incorrect)
- -8 (correct)
- - [Image] (incorrect)
A: -8

Q: Solve. Check your solution.

-48 = -3n
- n = 2 (incorrect)
- n = 45 (incorrect)
- n = -45 (incorrect)
- n = 16 (correct)
A: n = 16

Q: Solve. Check your solution.

- [Image]x = 17
- x = -48 (incorrect)
- x = 34 (incorrect)
- x = -51 (correct)
- x = 51 (incorrect)
A: x = -51

Q: Solve. Check your solution.

- [Image]k = - 8
- k = 4 (incorrect)
- k = -4 (incorrect)
- k = 2 (incorrect)
- k = 16 (correct)
A: k = 16

Q: Solve using the multiplication principle.

- [Image]y = 18
- -108 (incorrect)
- -126 (correct)
- -119 (incorrect)
- -25 (incorrect)
A: -126

Q: Solve using the multiplication principle.

-9x = -63
- 54 (incorrect)
- 2 (incorrect)
- 7 (correct)
- -54 (incorrect)
A: 7

Q: Solve using the multiplication principle.

-12.2y = 195.2
- -16 (correct)
- -179.2 (incorrect)
- -183 (incorrect)
- - [Image] (incorrect)
A: -16

Q: Solve using the multiplication principle.

20 = 4x
- 5 (correct)
- 80 (incorrect)
- 16 (incorrect)
- [Image] (incorrect)
A: 5

Q: Solve using the multiplication principle.

-2.9m = -8.7
- 5.7 (incorrect)
- [Image] (incorrect)
- 5.8 (incorrect)
- 3 (correct)
A: 3

Q: Solve. Check your solution.

[Image] = 11
- x = 55 (incorrect)
- x = 17 (incorrect)
- x = 60 (incorrect)
- x = 66 (correct)
A: x = 66

Q: Solve using the multiplication principle.

-16 = 2k
- -18 (incorrect)
- -8 (correct)
- 18 (incorrect)
- 1 (incorrect)
A: -8

Q: Solve using the multiplication principle.

4.8t = -38.4
- - [Image] (incorrect)
- -8 (correct)
- -30.4 (incorrect)
- -33.6 (incorrect)
A: -8

Q: Solve. Check your solution

13.4 = 6.7y
- y = 6.7 (incorrect)
- y = [Image] (incorrect)
- y = 11.4 (incorrect)
- y = 2 (correct)
A: y = 2

Q: Solve using the multiplication principle.

-3b = 51
- 54 (incorrect)
- -54 (incorrect)
- 1 (incorrect)
- -17 (correct)
A: -17

Q: Solve. Check your solution.

[Image] = 21
- m = -147 (incorrect)
- m = -168 (correct)
- m = -160 (incorrect)
- m = -29 (incorrect)
A: m = -168

Q: Solve. Check your solution.

-x = -10
- x = 10 (correct)
- x = -10 (incorrect)
- x = -9 (incorrect)
- x = - [Image] (incorrect)
A: x = 10

Q: Solve. Check your solution.

[Image] = 20
- t = -120 (correct)
- t = -26 (incorrect)
- t = -114 (incorrect)
- t = -100 (incorrect)
A: t = -120

Q: Solve. Check your solution.

5a = -40
- a = -45 (incorrect)
- a = 1 (incorrect)
- a = 45 (incorrect)
- a = -8 (correct)
A: a = -8

Show your steps in solving:  -3x = -60

Show your steps in solving:  $$ \frac{w}{4} $$=2.2

Show your steps in solving:  -$$ \frac{1}{5} $$y = 7

Q: Solve. Check your solution.

-x = -63
- x = 2 (incorrect)
- x = -63 (incorrect)
- x = 63 (correct)
- x = -21 (incorrect)
A: x = 63