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Module 2 Lesson 9: Measure lengths of string using measurement tools, and use tape diagrams to represent and compare lengths. Lesson 9: Measure lengths.

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Presentation on theme: "Module 2 Lesson 9: Measure lengths of string using measurement tools, and use tape diagrams to represent and compare lengths. Lesson 9: Measure lengths."— Presentation transcript:

1 Module 2 Lesson 9: Measure lengths of string using measurement tools, and use tape diagrams to represent and compare lengths. Lesson 9: Measure lengths of string using measurement tools, and use tape diagrams to represent and compare lengths.

2 Fluency Practice Put your finger on 0 to start. I’ll say the whole measurement. Slide up to that number. Add 10 centimeters and tell me how many centimeters your finger is from 0. Let’s try one. Fingers at 0 centimeters! 30 centimeters. Remember to add 10. How far is your finger from 0? 40 centimeters!

3 Fluency Practice Ready? 45 cm 55 cm 51 cm 61 cm 63 cm 73 cm 76 cm 96 cm 87 cm 107cm 98 cm 118 cm Adding 10 Adding 20

4 Happy Counting 10 20807060 5040 3090 100 10 20807060 5040 3090 100 Lets count by tens using our meter stick Fluency Practice

5 Application Problem Richard’s sunflower is 9 centimeters shorter than Oscar’s. Richard’s sunflower is 75 centimeters tall. How tall is Oscar’s sunflower? R O R75 O75 ? 9 75+9= 5 45 4 75+5=80 4+80= 84

6 Concept Development Please meet me on the carpet to do some measurements.

7 Concept Development Let’s practice making a tape diagram. What is the measurement around my wrist? Let’s compare the length around my wrist to the length around my head. What’s the length around my head? Draw along with me as I draw the first bar on the board to represent my head measurement. Head: Wrist: Right below that, draw the second bar to show my wrist measurement. Should the bar be longer or shorter? Look at your diagram. Talk with your neighbor: What is this open space between the end of the first and second bars?

8 Problem Set

9

10 Student Debrief What estimation strategies did you use for Problem 1? How were they similar to or different from your partner’s strategies? Look at Problems 2 and 3. What steps did you take to draw an accurate tape diagram? How do your drawings compare to your partner’s? What do you think the math goal of this lesson was? What would be a good name for this lesson? How did you show your thinking today?


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