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Division box method

Division box method

Assessment

Presentation

Mathematics

4th Grade

Practice Problem

Easy

CCSS
4.NBT.B.5, 7.EE.B.3, 5.NF.B.3

+9

Standards-aligned

Created by

Malik Dillard

Used 30+ times

FREE Resource

12 Slides • 10 Questions

1

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​Division Box Method (With a Remainder)

2

Multiple Choice

What does the word "Box method" remind you of?

1
2
3

3

The Box Method, also referred to as the Area Model, is one of these strategies. It is a mental math based approach that will enhance number sense understanding.

Today we're going to learn about the box method !!!​

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4

​Math question

​Mr. Dillard brings a pack of 36 pokemon cards to school. Mr. Dillard have to divide the pokemon cards between 5 students. How can Mr. Dillard divide 36 pokemon cards between 5 students?

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5

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Divide (D)

Multiply (M)

Subtract (S)

Bring up​ (B)

6

Multiple Choice

Why is (D.M.S.B) Important?

1

D.M.S.B is important because it's cool letters.

2

D.M.S.B is important because it's the strategy to solving the division problem.

7

Multiple Choice

Question image

5 divided by 3 =

Hint: Skip count by 5's and see if you get 3.

1

3

2

5

3

0

4

1

8

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9

Multiple Choice

Question image

5 times 0 =

1

6

2

5

3

9

4

0

10

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11

Multiple Choice

Question image

3 minus 0 =

1

3

2

5

3

0

4

1

12

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13

Multiple Choice

What does the "B" stand for?

1

Bring up

2

Bring down

3

Basketball

14

Multiple Choice

Question image

36 divided by 5 =

Hint: Skip count by 5's and see if you get 36.

1

3

2

9

3

7

4

2

15

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16

Multiple Choice

Question image

5 times 7 =

1

5

2

20

3

18

4

35

17

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18

Multiple Choice

Question image

36 minus 35 =

1

2

2

1

3

0

4

5

19

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20

Multiple Choice

Do I bring up the 1?

1

Yes

2

No

21

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​Great job !!! 36 5 = 07 R1

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​The D.M.S.B have 2 checks because the dividend number (36) have 2 digits.

Remember: If the dividend has 2 digits, you will give 2 checks to each letter. ​

22

Mr. Dillard will give each student 7 cards and have 1 remaining card left out.

Thank you for solving the problem​

​You did it !!!!

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​Division Box Method (With a Remainder)

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