This topic focuses on practicing rotations of points on the Cartesian grid. Students are required to rotate given points by specified angles (90°, 180°) either clockwise or counterclockwise around designated points, including the origin. The skills practiced involve understanding and visualizing the spatial transformations of points on the grid, which is a fundamental concept in coordinate geometry and transformations. Multiple choice answers are provided for each problem, encouraging students to calculate and verify the correct positions after rotations.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
morePractice:
Rotation of Point (Coordinates to Coordinates) around Point
Complete these online problems with 80% or 4 correct answers in a row. Results are immediate.
Rotate point (3,3) by 90° counter-clockwise about point (2,2)
(3,3)
Earned ?
Cartesian Grid - Rotation of Point (Coordinates to Coordinates) around Point Worksheet
| Math worksheet on 'Cartesian Grid - Rotation of Point (Coordinates to Coordinates) around Point (Level 1)'. Part of a broader unit on 'Cartesian Grid Transformations - Intro' Learn online: app.mobius.academy/math/units/cartesian_grid_transformations_intro/ |
| (4,-4) |
| Rotate point (4,-4) by 90° counter-clockwise about point (0,-2) |
| (2,2) |
| (-2,2) |
| Rotate point (1,0) by 90° clockwise about point (0,-2) |
| (1,0) |
| (3,-2) |
| (2,-3) |
| Rotate point (3,-4) by 90° clockwise about point (1,-2) |
| (3,-4) |
| (4,1) |
| (-1,-4) |
| (-1,-3) |
| Rotate point (-1,-3) by 180° counter-clockwise about point (-2,-2) |
| (-3,-1) |
| (1,-3) |
| (-2,0) |
| Rotate point (-2,0) by 180° counter-clockwise about point (-1,0) |
| (-2,2) |
| (0,0) |
| Rotate point (-4,3) by 90° clockwise about the origin |
| (-4,3) |
| (4,3) |
| (3,4) |
| Rotate point (0,-4) by 180° clockwise about point (1,0) |
| (0,-4) |
| (2,4) |
| (2,-4) |