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Module 2 Lesson 9 Measure and compare lengths

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Module 2. Lesson 9 Measure and compare lengths. Review. Mei’s frog leaped several centimeters. Then it leaped 34 centimeters. In all, it leaded 50 centimeter. How far did Mei’s frog leap at first? Draw a picture and write a number sentence to explain. ____ cm. + ____ cm. = 50cm. - PowerPoint PPT Presentation

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Page 1: Module 2

Module 2Lesson 9 Measure and compare lengths

Page 2: Module 2

Review Mei’s frog leaped several centimeters. Then it leaped 34 centimeters. In all, it leaded 50 centimeter. How far did Mei’s

frog leap at first? Draw a picture and write a number sentence to explain.

Read-read and if necessary re-readUnderstand- Underline what you know- Circle what you need to find outSolve – plan how it will be solvedCheck- does it make sense?

____ cm. + ____ cm. = 50cm.

Page 3: Module 2

Activity on the floor with teacher

Will need meters and yarn

Page 4: Module 2

Next slide will be reviewing the activity

Page 5: Module 2

Can we estimate the length of the squiggly line and the zigzag line?

Why can’t we estimate the lengths?

Which line do you think is longer?

line A line B

Page 6: Module 2

How can you find the actual length?

Stretch them out and measure each part using string.

line A line B

Page 7: Module 2

How can you find the actual length? Draw a

diagram

line A

line B

3 meters

5 meters

Are my lines really 3 and 5 meters long on the board?

No. This is called a tape diagram. This is helpful because I can draw a small picture to

show any length.

Page 8: Module 2

Draw the diagram

line A

line B

3 meters

5 meters

Is my diagram correct?

No, the 5 meter line needs to be a little longer. Lets draw the 5 meter line a little long.

Page 9: Module 2

You got it!

line A

line B

3 meters

5 meters

What number sentence could we write to show the total length of the strings?

3 + 5 = _____

Page 10: Module 2

Draw the diagram

line A

line B

3 meters

5 meters

What number sentence could we write to show the difference in length

between the two string?

5 – 3 = _____

Page 11: Module 2

Practicing Tape Diagrams

Let’s say the string around my wrist is 16 cm. and then string around

my head is 38 cm. Can I draw the my actual head and wrist on my paper?

Page 12: Module 2

Tape Diagrams

Let’s draw a diagram that represents my wrist and head.

Wrist

Head

16 cm.

38 cm.

Do my diagrams make sense?

Page 13: Module 2

Tape Diagrams

Let’s draw a diagram that represents my wrist and head.

wrist

head

16 cm.

38 cm.

What is this open space between the end of the first and second

bar?

Page 14: Module 2

Tape Diagrams

The difference is how much longer the 38 cm. is than the 16 cm.

wrist

head

16 cm.

38 cm.

Difference

Page 15: Module 2

Tape Diagrams

Write a number sentence to show what the difference is between my

head and wrist.wrist

head

16 cm.

38 cm.

Difference

38 cm. – 16 cm. = _____

Page 16: Module 2

16 cm. + 38 cm. = ____

Work it Out

Page 17: Module 2

Tape Diagrams

Is there another way?

wrist

head

16 cm.

38 cm.

Difference

16 cm. + ____ = 38 cm.

Page 18: Module 2

16 cm. + ___ cm. = 38 cm.

Work it Out

Page 19: Module 2

Problem Set

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Problem Set

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Problem Set

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Problem Set

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Exit Ticket

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Exit Ticket