All the solutions provided in **McGraw Hill Math Grade 3 Answer Key PDF Chapter 5 Lesson 2 Division as Equal Sharing**Â will give you a clear idea of the concepts.

## McGraw-Hill My Math Grade 3 Answer Key Chapter 5 Lesson 2 Division as Equal Sharing

**Math in My World**

Example 1

Nolan feeds 6 carrots equally to 3 rabbits. How many carrots does each rabbit get?

Draw one carrot at a time next to each rabbit until there are no more carrots.

Write a division sentence to represent the problem.

A division sentence is a number sentence that uses the operation of division.

____ carrots equally shared by ____ rabbits gives ____ carrots to each rabbit.

6 Ă· 3 = ____ There are ___ carrots for each rabbit.

You can think of division sentences in two ways.

Answer:

6 Ă· 3 = 2

6 carrots were shared equally by 3 rabbits. There are 2 carrots for each rabbit.

Explanation:

The division sentence is 6 Ă· 3 = 2

A division sentence is a number sentence that uses the operation of division.

6 carrots are equally shared by 3 rabbits giving 2 carrots to each rabbit.

6 Ă· 3 = 2.

There are 2 carrots for each rabbit.

Example 2

Fifteen scouts equally shared 3 tents. How many scouts are in each tent? Place one counter (scout) at a time next to each tent until all the counters are gone. Draw a sketch of your counters.

**Helpful Hint**

When you divide, you share an equal number all of the groups.

____ scouts Ă· ____ tents = ____ scouts in each tent

There will be ____ scouts in each tent.

Answer:

15 scouts Ă· 3 = 5 scouts in each tent.

There will be 5 scouts in each tent.

Explanation:

**Talk Math**

Explain what it means to share equally when dividing.

Answer:

By dividing the group of objects into equal parts then we will get equal shares. We need to divide it into equal parts and share them equally.

Explanation:

There are 10 chocolates that should be shared among 5 students. So how many chocolates will each student get?

10 Ă· 2 = 5

So each student gets 5 chocolates.

**Guided Practice**

**Use counters to find how many are in each group.**

Question 1.

10 counters

2 equal groups

____ in each group

10 Ă· 2 = ____

Answer:

5 in each group.

Explanation:

Given,

No of counters = 10

No of equal groups = 2

10 Ă· 2 = 5

There are 5 counters in each group.

Question 2.

14 counters

7 equal groups

____ in each group

14 Ă· 7 = ____

Answer:

2 in each group.

Explanation:

Given,

No of counters = 14

No of equal groups = 7

14 Ă· 7 = 2

There are 2 counters in each group.

Question 3.

20 counters 5 equal groups

____ in each group

20 Ă· 5 = ____

Answer:|

4 in each group.

Explanation:

No of counters = 20

No of equal groups = 5

20 Ă· 5 = 4

There are 4 counters in each groups.

**Independent Practice**

**Use counters to find how many are in each group.**

Question 4.

12 counters

2 equal groups

____ in each group

____ Ă· ____ = ____

Answer:

6 in each group.

The division sentence is 12 Ă· 2 = 6

Explanation:

Given,

No of counters = 12

No of equal groups = 2

12 Ă· 2 = 6

There are 6 counters in each group.

Question 5.

16 counters

4 equal groups

____ in each group

____ Ă· ____ = ____

Answer:

4 in each group.

Explanation:

No of counters = 16

No of equal groups = 4

16 Ă· 4 = 4

There are 4 counters in each group.

Question 6.

18 counters

6 equal groups

____ in each group

____ Ă· ____ = ____

Answer:

3 in each group.

Explanation:

Given,

No of counters = 18

No of equal groups = 6

18 Ă· 6 = 3

There are 3 counters in each group.

**Use counters to find the number of equal groups.**

Question 7.

8 counters

____ equal groups

4 in each group

8 Ă· ____ = 4

Answer:

2 in each group.

Explanation:

Given,

No of counters = 8

No of equal groups = 2

8 Ă· 2 = 4

There are 4 counters in each group.

Question 8.

21 counters

____ equal groups

7 in each group

21 Ă· ____ = 7

Answer:

3 equal groups.

Explanation:

Given,

No of counters = 21

No of equal groups = 3

21 Ă· 3 = 7

Question 9.

18 counters

____ equal groups

9 in each group

18 Ă· ____ = ____

Answer:

18 Ă· 2 = 9

Explanation:

No of counters = 18

No of equal groups = 9

18 Ă· 2 = 9

Hence there are 2 equal groups.

**Use counters to draw an array. Write a division sentence.**

Question 10.

Draw 9 counters in 3 equal rows. There are ____ in each row.

____ Ă· ____ = ____

Answer:

9 Ă· 3 = 3 in each row.

Explanation:

Given,

There are 9 counters

There are 3 equal rows.

9 Ă· 3 = 3 in each row.

There are 3 counters in each row.

Question 11.

Draw 14 counters in 2 equal rows.

There are ____ in each row.

___ Ă· ____ = ____

Answer:

14 Ă· 2 = 7 in each row.

Explanation:

Given,

No of counters = 14

No of groups = 2

14 Ă· 2 = 7 in each row.

There are 7 in each row.

**Algebra Draw lines to match each division sentence with its correct unknown.**

Question 12.

Answer:

8, 5, 7

Explanation:

**Problem Solving**

**Draw a picture to solve. Then write a division sentence.**

Question 15.

Marla has $25. How many hamster wheels can she buy?

Answer:

$25 Ă· $5 = 5 wheels.

Explanation:

Given,

Marla has $25.

Hamster wheel = $5

$25 Ă· $5 = 5 wheels.

Therefore she can buy 5 wheels.

Question 16.

A seamstress needs 18 feet of fabric. How many yards of fabric does she need? (Hint: 1 yard = 3 feet)

Answer:

18 Ă· 3 =6 yards.

Explanation:

Given,

No of feet of fabric = 18

1 yard = 3 feet

18 Ă· 3 =6 yards.

She needs 6 yards of fabric.

Question 17.

**Mathematical PRACTICE 1 Plan Your Solution** There are 6 juice boxes in a package. How many packages need to be bought if 24 juice boxes are needed for a picnic? Write a division sentence with a symbol for the unknown. Then solve.

Answer:

24 Ă· 6 = 4 juices boxes.

Explanation:

Given,

No of juice boxes in a package = 6

he bought 24 juice boxes for a picnic.

The division sentence is 24 Ă· 6 = x juice boxes.

Now solve the sentence

24 Ă· 6 = x

x = 4 juices boxes.

**HOT Problems**

Question 18.

**Mathematical PRACTICE 4 Model Math** Write a real-world problem that uses the division sentence 12 Ă· 6 = . Then find the unknown.

Answer:

The unknown number is 2.

Explanation:

The real-world problem is 24 Ă· 12 = 2

Now let us solve the given sentence

12 Ă· 6 = x

6 Ă— 2 = 15

12 Ă· 6 = x

x = 2

Question 19.

**? Building on the Essential Question** How is dividing like sharing?

Answer:

We can divide by sharing the objects into equal groups. So if we consider calculating the 15 Ă· 5 = 3.

Therefore we can write the answer by sharing 15 objects into 3 groups.

### McGraw Hill My Math Grade 3 Chapter 5 Lesson 2 My Homework Answer Key

**Practice**

**Use counters to find how many are in each group.**

Question 1.

21 counters

7 equal groups

____ in each group

21 Ă· 7 = ____

Answer:

3 in each group.

Explanation:

Given,

No of counters = 21

No of equal groups = 7

21 Ă· 7 = 3

Hence there are 3 counters in each group.

Question 2.

16 counters

2 equal groups

____ in each group

16 Ă· 2 = ____

Answer:

8 in each group

Explanation:

Given,

No of counters = 16

No of equal groups = 2

16 Ă· 2 = 8

There are 8 number of counters in each group.

Question 3.

18 counters

3 equal groups

____ in each group

18 Ă· 3 = ____

Answer:

6 in each group.

Explanation:

Given,

No of counters = 18

No of groups = 3

18 Ă· 3 = 6

hence there are 6 counters in each group.

Question 4.

30 counters

6 equal groups

____ in each group

30 Ă· 6 = ____

Answer:

5 in each group.

Explanation:

Given,

No of counters = 30

No of equal groups = 6

30 Ă· 6 = 5

There are 5 counters in each group.

**Use counters to find the number of equal groups.**

Question 5.

24 counters

____ equal groups

3 in each group

24 Ă· ___ = 3

Answer:

8

Explanation:

Given,

No of counters = 24

These counters are divided into 8 equal groups.

There are 3 counters in each group.

24 Ă· 8 = 3

Question 6.

24 counters

____ equal groups

6 in each group

24 Ă· ___ = 6

Answer:

4

Explanation:

Given,

No of counters = 24

These counters are divided into 6 each groups.

24 Ă· 4 = 6

There are 6 counters in each group.

**Problem Solving**

**Draw a picture to solve. Then write a division sentence.**

Question 7.

Four friends want to share 8 apples equally. How many apples will each person get?

Answer:

2 apples will each person get.

Explanation:

No of friends = 4

No of apples shared equally = 8

8 Ă· 4 = 2

Therefore there are 2 apples each person gets.

Question 8.

**Mathematical PRACTICE 4 Model Math** Sarah has 32 crackers. She eats 2 and throws away 2 that she dropped. Sarah puts the rest of the crackers into 4 equal groups. How many crackers are in each group?

Answer:

There are 7 crackers in each group.

Explanation:

Given,

Sarah has 32 crackers.

Sarah ate 2 and threw away 2. A total of 4

32 – 4 = 28

The rest of the crackers are divided into 4 equal groups

28 Ă· 4 = 7

Therefore there are 7 crackers in each group.

**Vocabulary Check**

**Draw an example or write a definition beneath each vocabulary word.**

Question 9.

array

Answer:

An arrangement of numbers, objects, and pictures in rows and columns is called an array.

Explanation:

Question 10.

divide

Answer:

The divide is used to perform the division operation.

Explanation:

Example for the divide

18 Ă· 6 = 3

Question 11.

division sentence

Answer:

A division sentence is a number sentence that is used for the operation of division.

Explanation:

Let us take an example

assume 12 counters with 3 equal groups

12 Ă· 3 = 4 in each group is called a division sentence.

**Test Practice**

Question 12.

There are 25 students in Mr. Copa’s class. He divides the students into equal groups of 5. How many students are in each group?

A. 5 students

B. 10 students

C. 15 students

D. 20 students

Answer:

5 students

Explanation:

Given,

No of students = 25

The students are divided into equal groups = 5

25 Ă· 5 = 5 students

There are 5 students in each group.