Translate then reflect or rotate a point
Year 9 maths · Fieldbook Learning
Name ______________________ Date __________
Do the first step, then apply the second step to the new point.
- Point (−4, 3) is translated 5 right and 4 up, and then a rotation 90° counterclockwise about the origin is applied. What are the coordinates of the final image?
- Point (1, 4) is translated 3 left and 5 down, and then a rotation 180° about the origin is applied. What are the coordinates of the final image?
- Point (4, 1) is translated 2 right and 4 down, and then a rotation 90° counterclockwise about the origin is applied. What are the coordinates of the final image?
- Point (−2, 1) is translated 5 right and 4 up, and then a rotation 180° about the origin is applied. What are the coordinates of the final image?
- Point (3, −3) is translated 5 right and 4 down, and then a rotation 90° counterclockwise about the origin is applied. What are the coordinates of the final image?
- Point (−5, −2) is translated 2 left and 5 down, and then a reflection in the x-axis is applied. What are the coordinates of the final image?
- Point (−5, 4) is translated 1 left and 4 down, and then a reflection in the line y = x is applied. What are the coordinates of the final image?
- Point (1, −4) is translated 3 right and 5 up, and then a rotation 180° about the origin is applied. What are the coordinates of the final image?
- Point (8, −4) is translated 1 right and 7 up, and then a rotation 180° about the origin is applied. What are the coordinates of the final image?
- Point (1, −1) is translated 6 left and 3 up, and then a reflection in the y-axis is applied. What are the coordinates of the final image?
- Point (6, 7) is translated 4 left and 6 up, and then a rotation 90° counterclockwise about the origin is applied. What are the coordinates of the final image?
- Point (8, −6) is translated 4 left and 3 down, and then a reflection in the y-axis is applied. What are the coordinates of the final image?
- Point (−3, −1) is translated 7 left and 4 up, and then a rotation 90° counterclockwise about the origin is applied. What are the coordinates of the final image?
- Point (−5, 2) is translated 2 left and 5 down, and then a rotation 90° clockwise about the origin is applied. What are the coordinates of the final image?
- Point (−8, −2) is translated 3 right and 3 up, and then a reflection in the x-axis is applied. What are the coordinates of the final image?
- Point (−5, 10) is translated 7 left and 3 up, and then a rotation 180° about the origin is applied. What are the coordinates of the final image?
- Point (−3, 10) is translated 9 right and 4 up, and then a rotation 90° clockwise about the origin is applied. What are the coordinates of the final image?
- Point (2, −3) is translated 7 left and 1 down, and then a rotation 90° counterclockwise about the origin is applied. What are the coordinates of the final image?
- Point (−5, 9) is translated 2 left and 8 down, and then a rotation 90° counterclockwise about the origin is applied. What are the coordinates of the final image?
- Point (1, 2) is translated 10 left and 2 down, and then a reflection in the line y = x is applied. What are the coordinates of the final image?