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Flexible Transformations (Dilations) : The Big Picture

Flexible Transformations (Dilations) : The Big Picture

Assessment

Presentation

Mathematics

10th Grade

Medium

CCSS
7.G.A.1, 8.G.A.3, RI.11-12.3

+4

Standards-aligned

Created by

Christopher Morley

Used 3+ times

FREE Resource

2 Slides • 7 Questions

1

The Big Picture Mini-Project

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2

Multiple Select

In your project, what must you label the point that is the center of dilation?

1

C

2

The origin

3

The vertex

4

The center of dilation

3

Multiple Choice

Where on your project must you put the scale factor (k) that you chose?

1

In the space above your name

2

In the 'Comments' section

3

In the 'Description' box

4

In the 'Title' box

4

Select "key" vertices (like the corners of the figure)

​ Label the coordinates of the Image

Label the coordinates of the corresponding pre-image

Coordinate Points

Select "key" vertices (like the corners of the figure).

Measure from C to Image

Measure from C to Pre-image

Show measurement as ratio: Image over pre-image

Rulers & Lines

Two ways to show measurements & computations

Some text here about the topic of discussion

5

Multiple Choice

Which of the following is one way to show how you determined the scale factor (k)?

1

The length of a line in the image divided by the length of the corresponding line in the pre-image

2

Multiplying the corresponding sides of the pre-image and image

3

Dividing the corresponding sides of the pre-image and image

4

Finding the ratio of the corresponding angles of the pre-image and image

6

Multiple Select

Which of the following is another way to show how you determined the scale factor (k)?

1

With the center of dilation at the origin, compare the coordinates of a vertex point on the image to its corresponding point on the pre-image.

2

Calculate the ratio of the lengths of two corresponding sides in the pre-image and image.

3

Measure the length of the longest side of the pre-image and image, and divide the length of the image by the length of the pre-image.

4

Subtract the coordinates of the pre-image from the coordinates of the image and divide the difference by the length of the pre-image.

7

Multiple Choice

Ideally, how many vertex points are accurately dilated? (you can have fewer but it will make it harder to get an accurate image)

1

4

2

8

3

12

4

16

5

20

8

Fill in the Blank

My project will lose _____ point(s) if I fail to neatly display the Title across the top of the project.

9

Open Ended

What is the purpose of the My Check column?

The Big Picture Mini-Project

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