Module 1 lesson 16

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Lesson 16.notebook

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October 07, 2014

Homework: Lesson 16 Problem Set#1, 2, 3, 5

Aim: Relating Scale Drawings to Ratios and Rates

Oct. 7thMod 1: Lesson 16

Do Now: Exit Ticket from Lesson 15

Lesson 16.notebook

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1.) S.63

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Intro: Can you Guess The ImageS.65

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Discussion Questions:1.) What are possible uses for enlarged drawing/pictures?

2.) What are the possible purposes of reduced drawings/pictures?

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For the following problems, (a) is the actual picture and (b) is the scale drawing. Is the scale drawing an enlargement or a reduction of the actual picture?

S.65

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Derek's family took a day trip to a modern public garden. Derek looked at his map of the park that was a reduction of the map located at the garden entrance. The dots reprsent the placement of rare plants. The diagram below is the top-view as Derek held his map while looking at the posted map.

What are the corresponding points of the scale drawings of the maps?

Point A to  _________        Point V to ____________     Point H to ____________     Point Y to ____________

Why doesn't V correspond to R since they are both in the right hand corner?

S.66

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October 07, 2014

Celeste drew an outline of a building for a diagram she was making and then drew a second one mimicking her original drawing.  State the coordinates of the vertices and fill in the table.

S.68

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Discussion Questions:1.) Is the second image a reduction or enlargement of the first image? How do you know?

2.) Does a constant of proportionality exist?

3.) Why is having a proportional relationship important for scale drawings?

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October 07, 2014

Luca drew and cut out small right triangle for a mosaic piece he was creating for art class. His mother really took a liking and asked if he could create a larger one for their living room and Luca made a second template for his triangle pieces.

a. Does a constant of proportionality exist? If so, what is it? If not, explain.

b. Is Luca‛s enlarged mosaic a scale drawing of the first image? Explain why or why not.

S.68

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Create scale drawings of your own modern nesting robots using the grids provided. 

Exercise 1

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