© Copyright 2016 Math Giraffe
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1. Draw a rectangle with vertices (0, 0), (1, 0), (0, -15), and (1, -15).
2. Reflect the rectangle across the y-axis and draw the new rectangle.
3. Draw a triangle with vertices (-5, -2), (-2, -6), and (-9, -7) and label it A.
4. Rotate triangle A 90 degrees clockwise around the origin. Label the new triangle B. Write its coordinates: _______________________
5. Rotate triangle B 180 degrees around the origin. Label the new triangle C. Write its coordinates: ______________________
6. Rotate triangle C 270 degrees clockwise around the origin. Label the new triangle D. Write its coordinates: _____________________
7. Draw a parallelogram with vertices (-6, 1), (-6, 2), (6, -1), and (6, -2).
8. Rotate the parallelogram 90 degrees clockwise around the origin and draw the new parallelogram.
9. Draw a line segment that goes from point (-5, 12) to (15, 7).
10. Reflect the line segment across the line x = -5. Draw the new segment (only as far as the grid will allow). List the endpoints: ____________
11. Translate both line segments down one unit and draw a shifted copy of them there.
12. Draw a square with vertices (8, 2), (8, -1), (11, 2), and (11, -1). Label it E.
13. Rotate square E 90 degrees around the point (11, -1). Label the new square F. Write its coordinates: ____________________________
14. Reflect square E across the line y = -1. Label the new square G. Write its coordinates: _________________________________
15. Translate square G three units to the right. Label the new square H. Write its coordinates: _______________________________
16. Draw a rectangle with vertices (-7, -4), (-14, -4), (-7, -15), and (-14, -15). Color and add embellishments.
© Copyright 2016 Math Giraffe
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1. Draw a circle centered at the origin with a radius of 6 units. Label it A.
2. Draw a parallelogram with vertices ((0, 0), (0, -3), (-10, -7), and (-10, -10).
3. Rotate the parallelogram 180 degrees around the origin and draw the new parallelogram.
4. Using circle A as a reference, draw and label a new circle B that has been dilated by a scale factor of ½ (from its center), then
translated up 7 units and left 7 units.
5. Using circle B as a reference, draw and label a new circle C that has been reflected across the x-axis, then across the y-axis.
6. Using circle C as a reference, draw and label a new circle D that has been dilated by a scale factor of 1/3 (from its center), then
translated down 6 units.
7. Using circle D as a reference, draw and label a new circle E that has been reflected across the line x = -3, then shifted up 6 units.
8. Using circle E as a reference, draw and label circle F that has been rotated 90 degrees clockwise around the origin.
9. Using circle E as a reference, draw and label circle G that has been reflected across the x-axis, then translated 26 units to the right.
10. Using circle F as a reference, draw and label circle H that has been dilated by a scale factor of 2 from its top, then translated 4
units to the left.
11. Using circle H as a reference, draw and label circle K that has been reflected across the line y = x.
12. Color and add embellishments.
© Copyright 2016 Math Giraffe
Use this sheet to draft an image using transformations. Write directions that will allow
a partner to draw the same image on a new sheet using only your instructions.
Copy the final version of your instructions only onto the final sheet.
Pass that sheet to a partner with the coordinate plane blank. Keep this draft image as your answer key.
© Copyright 2016 Math Giraffe