Transformations on the Coordinate Plane
Presentation
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Mathematics
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7th Grade
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Practice Problem
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Hard
+3
Standards-aligned
Michele Vitale
Used 70+ times
FREE Resource
22 Slides • 11 Questions
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Transformations on the Coordinate Plane
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Notations of Translations
The three ways you can see it written for a problem:
Words: One to the left, 3 up
Coordinates: (x, y) -> (x - 1, y + 3)
Subscript Notation: T(-1,3)
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How to figure out the translation rule:
Locate the original point (A)
Locate the new point (A')
Count the horizontal change (+5)
Count the vertical change (-3)
5 right, 3 down
(x, y) -> (x + 5, y - 3)
T(5, 3)
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Multiple Choice
Click on the image to make it larger. Then determine the transformation that has occurred on this graph.
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Multiple Choice
Click on the image to make it larger. Then determine the transformation that has occurred on this graph.
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Finding the new point after a translation:
Graphically:
Follow the rule on the graph and read the new coordinate values
Algebraically:
Right add to x, left subtract from x
Up add to y, down subtract from y
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Multiple Choice
Click on the image to make it larger. Then determine the new coordinates of this image under the transformation stated.
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Multiple Choice
Click on the image to make it larger. Then determine the new coordinates of this image under the transformation stated.
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Perform the transformations for each problem on your worksheet, click next to check your answers!
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Answers to Questions 11 & 12
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Perform the transformations for each problem on your worksheet, click next to check your answers!
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Answers to Questions 13 & 14
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Perform the transformations for each problem on your worksheet, click next to check your answers!
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Answers to Questions 15 & 16
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Perform the transformations for each problem on your worksheet and record the coordinates of your new points.
Click next to check your answers!
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Answers to Questions 17 & 18
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Perform the transformations for each problem on your worksheet and record the coordinates of your new points.
Click next to check your answers!
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Answers to Questions 19 & 20
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Perform the transformations for each problem on your worksheet and record the coordinates of your new points.
Click next to check your answers!
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Answers to Questions 21 & 22
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Poll
Transformations on the Coordinate Plane
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