Free Printable Extra Practice - One-Step Equations with Div Mult (6.EEI.7)

1.

What is the first step for solving this equation?

9f\ =\ 243

a)

To undo multiplication, you divide by nine.

b)

To balance the equation, you divide by nine on both sides.

2.

What is the second step for solving this equation?

11h\ =\ 242

a)

To undo multiplication, you divide by eleven.

b)

To balance the equation, you divide by eleven on both sides.

3.

What is the solution for the following equation?

12a\ =\ 51

a)

4.25

b)

612

4.

What is the first step for solving this equation?

16a\ =\ 25.6

a)

To undo multiplication, you divide by sixteen.

b)

To balance the equation, you divide by sixteen on both sides.

5.

What is the second step for solving this equation?

8a\ =\ 192

a)

To undo multiplication, you divide by eight.

b)

To balance the equation, you divide by eight on both sides.

6.

What is the solution for the following equation?

24m\ =\ 864

a)

36

b)

24

c)

864

d)

20,736

7.

What is the second step for solving this equation?

24b\ =\ 864

a)

To balance the equation, you divide by twenty-four on both sides.

b)

To undo multiplication, you divide by twenty-four.

8.

Jeremy is 21 years old. He is three times as old as his younger brother. Which equation can be used to determine the age of Jerry's younger brother?

Let a = the age of Jerry's brother

a)

$3a=21$

b)

$\frac{a}{3}=21$

c)

$3\cdot21=a$

9.

Barbara paid $26 for shoe strings at Old Navy. This is five times as much as Bobbie paid for shoe strings at Walmart. Which equation can be used to determine how much Bobbie paid for shoe strings at Walmart?

Let p = the amount Bobbie paid for shoe strings at Walmart

a)

$\frac{p}{5}=26$

b)

$5\cdot26=p$

c)

$5p=26$

10.

Barry is 49 years old. He is seven times as old as his grandson. Which equation can be used to determine the age of Barry's grandson?

Let a = the age of Barry's grandson

a)

$7a=49$

b)

$\frac{7}{a}=49$

c)

$7\cdot49=a$

11.

Carla paid $80 for sandals at Old Navy. This is four times as much as Latonya paid for sandals at Walmart. Which equation can be used to determine how much Latonya paid for sandals at Walmart?

Let p = the amount Bobbie paid for shoe strings at Walmart

a)

$\frac{p}{4}=80$

b)

$4\cdot80=p$

c)

$4p=80$

12.

What is the solution for the following equation?

\frac{b}{7}=21

a)

147

b)

3

13.

What is the first step for solving this equation?

\frac{b}{7}=21

a)

To balance the equation, multiply by seven on both sides.

b)

To undo division, multiply by seven.

14.

What is the solution for the following equation?

\frac{m}{20}=5

a)

4

b)

100

15.

What is the solution for the following equation?

\frac{p}{1.76}=4

a)

0.44

b)

7.04

16.

What is the first step for solving this equation?

\frac{s}{13}=5

a)

To undo division, multiply by thirteen.

b)

To balance the equation, multiply by thirteen on both sides.

17.

What is the solution for the following equation?

\frac{p}{9}=5.49

a)

0.61

b)

49.41

18.

What is the second step for solving this equation?

\frac{m}{20}=5

a)

To undo division, multiply by twenty.

b)

To balance the equation, multiply by twenty on both sides.

19.

What is the second step for solving this equation?

\frac{b}{7}=21

a)

To balance the equation, multiply by seven on both sides.

b)

To undo division, multiply by seven.

20.

What is the second step for solving this equation?

\frac{s}{13}=5

a)

To undo division, multiply by thirteen.

b)

To balance the equation, multiply by thirteen on both sides.

Extra Practice - One-Step Equations with Div Mult (6.EEI.7)

Total questions: 20

Worksheet time: 10mins

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