- 1. Transform the point (4,3) with a 90 degree clockwise rotation
- 2. Translate Point H (5,2) up 3 units and left 5 units
- 3. Translate Point C (2,-1) right 2 and up 4 units
- 4. Triangle B has a vertex at (-4, -4). Name the coordinates after a reflection over the x-axis
- 5. Name the image of Point C (-2,1) after a 180 degree rotation
- 6. Translate Point D (5,-8) down 2 , right 3. Name the new coordinates.
- 7. Rotate Point F (9, -3) 90 degrees counter clock-wise
- 8. Translate Point I (7, -7) 5 down and 6 left. Name the new coordinates.
- 9. Perform a 270 degree clockwise rotation on Point K (5, -3). Name the new coordinates.
- 10. Name the image of Point M (4,2) after a reflection over the y-axis and a translation of 1 up, 3 right.
- 11. Point C (9,0) is rotated 180 degrees clockwise followed by a translation of 6 units down. Name the new coordinates.
- 12. Point Z (-7, -4) is reflected over the x-axis then translated 5 units right. Name the new coordinates.
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