module 2 lesson 5

47
Module 2 Lesson 5 Connect visual models and the distributive property to partial products of the standard algorithm without renaming.

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Module 2 Lesson 5. Connect visual models and the distributive property to partial products of the standard algorithm without renaming. Common Core Standards. - PowerPoint PPT Presentation

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Page 1: Module 2 Lesson 5

Module 2 Lesson 5Connect visual models and the distributive property to partial products of the standard

algorithm without renaming.

Page 2: Module 2 Lesson 5

• 5.OA.2 Write simple expressions that record calculations with numbers, and interpret numerical expressions without evaluating them. For example, express the calculation “add 8 and 7, then multiply by 2” as 2 × (8 + 7). Recognize that 3 × (18932 + 921) is three times as large as 18932 + 921, without having to calculate the indicated sum or product.

5.NBT.5 Fluently multiply multi-digit whole numbers using the standard algorithm.

Common CoreStandards

Page 3: Module 2 Lesson 5

Learning Targets

•I can connect visual models and the distributive property to partial products of the standard algorithm without renaming.

Page 4: Module 2 Lesson 5

Sprint A

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Activate Knowledge

Write the multiplication sentence

9 x 10 =

Page 8: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

9 x 10 =

9 x 9 = 90 – ___

Page 9: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

9 x 10 =

9 x 9 = 90 – ___

9 x 9 = ___

Page 10: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

9 x 100 =

Page 11: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

9 x 100 =

9 x 99 = 900 – ___

Page 12: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

9 x 100 =

9 x 99 = 900 – ___

9 x 99 = ___

Page 13: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

15 x 10 =

Page 14: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

15 x 10 =

15 x 9 = 150 – ___

Page 15: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

15 x 10 =

15 x 9 = 150 – ___

15 x 9 = ___

Page 16: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

29 x 100 =

Page 17: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

29 x 100 =

29 x 99 = 2900 – ___

Page 18: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

29 x 100 =

29 x 99 = 2900 – ___

29 x 99 = ___

Page 19: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

31 × 100 = _____

Page 20: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

31 × 100 = _____

3100 x 2 = _____

Page 21: Module 2 Lesson 5

Activate Knowledge

Write 31 × 200 as a three-step multiplication sentence, taking out the

hundred.

31 × 100 = _____

3100 x 2 = _____

31 x 200 = _____

Page 22: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

24 × 100 = _____

Page 23: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

24 × 100 = _____

2400 x 3 = _____

Page 24: Module 2 Lesson 5

Activate Knowledge

Write 24 × 300 as a three-step multiplication sentence, taking out the hundred.

24 × 100 = _____

2400 x 3 = _____

24 x 300 = _____

Page 25: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

34 × 100 = _____

Page 26: Module 2 Lesson 5

Activate Knowledge

Write the multiplication sentence

34 × 100 = _____

3400 x 2 = _____

Page 27: Module 2 Lesson 5

Activate Knowledge

Write 24 × 200 as a three-step multiplication sentence, taking out the hundred.

34 × 100 = _____

3400 x 2 = _____

34 x 200 = _____

Page 28: Module 2 Lesson 5

Activate Knowledge

Aneisha is setting up a play space for her new

puppy. She will be building a fence around

part of her yard that measures 29 feet by 12

feet. How many square feet of play space will

her new puppy have? If you have time, solve it

in more than one way.

Page 29: Module 2 Lesson 5

Learn

Problem 1

21 x 5

Can you solve mentally using the unit form strategy?

Page 30: Module 2 Lesson 5

Learn

Problem 1

21 x 5

Represent your think with a tape diagram.

Page 31: Module 2 Lesson 5

Learn

Problem 1

Since 5 is the unit, how can we show the area of each unit?

Page 32: Module 2 Lesson 5

Learn

Problem 1

Imagine that all 21 boxes are stacked vertically.

67

448

44

}

20 fives

1 five 21 x 5

Page 33: Module 2 Lesson 5

Learn

Problem 1

We can simplify this drawing.

21 x 5

Page 34: Module 2 Lesson 5

Learn

Problem 1

Compare the area diagram with the tape diagram

21 x 5

5 5 5 … 5 6 74 44 84 4 421 fives

Page 35: Module 2 Lesson 5

Learn

Problem 1

Compare the area diagram with the tape diagram

21 x 5

5 5 5 … 5 6 74 44 84 4 421 fives

Page 36: Module 2 Lesson 5

Learn

Problem 1

Can we turn this area model so that we count 5 groups of 21?

5 x 21

Page 37: Module 2 Lesson 5

Learn

Problem 2

Relate the area model with the algorithm

23 × 31

23

690

1

30

23

Page 38: Module 2 Lesson 5

Learn

Problem 3

Relate the area model with the algorithm

343 × 21

1

20

343

Page 39: Module 2 Lesson 5

Learn

Problem 4

Relate the area model with the algorithm

231 × 32

2

30

231

Page 40: Module 2 Lesson 5

Practice

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