
Lesson 8-6.6
Presentation
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Mathematics
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8th Grade
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Practice Problem
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Medium
Standards-aligned
Reed Carbone
Used 13+ times
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9 Slides • 7 Questions
1
Lesson 6.6
Dilations and Similarity
By Reed Carbone
2
Definitions:
Dilation: A Transformation that either enlarges or shrinks a figure based on a fixed point. A dilation multiplies all the sides of a figure by a fixed number.
Scale Factor: A scale factor or "r" is the ratio of the length of the pre-image and the new-image. (It is the number you multiply by to get your new figure.) It is found by finding a ratio of the "new" side to the "old" side or "new over old".
Some text here about the topic of discussion
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Definitions:
Enlargement: An enlargement is a dilation that makes your figure bigger. The scale factor "r" must be greater than 1. ( r > 1)
Reduction: A reduction is a dilation that makes a figure smaller. The scale factor "r" must be less than 1 but greater than 0. (0 < r < 1)
Some text here about the topic of discussion
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Definitions:
Similar: We say figures are similar if they are proportional to each other. Meaning if you can dilate a figure to get a different figure, these figures would be similar.
Congruent: We say figures are congruent if they are the same as one another. Any rotation, reflection or translation will produce a congruent figure.
Subject | Subject
Some text here about the topic of discussion
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Visual:
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Multiple Choice
These figures are:
Similar
Congruent
Both similar and congruent
Neither similar nor congruent
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Multiple Choice
These two triangles are:
Similar
Congruent
Both similar and congruent
Neither similar nor congruent
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Multiple Choice
These three shapes are:
Similar
Congruent
Both similar and congruent
Neither similar nor congruent
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Perform a dilation on the line where the scale factor is 2.
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Perform a dilation of the figure with scale factor 1/2 and center (0,0)
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Multiple Choice
Which of these answers shows a dilation?
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How to find the scale factor:
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Multiple Choice
What is the scale factor in this image?
1/3
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3
9
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Multiple Choice
What are the two types of dilations?
Enlargement and Reduction
Reflection and Rotation
Slide and Translation
Bigger and Smaller
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Multiple Choice
What is the scale factor in this dilation?
2
1
1/2
1/4
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Conclusion: Two complete sentences about what we learned.
Lesson 6.6
Dilations and Similarity
By Reed Carbone
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