https://file.aiquickdraw.com/mathbot/file/172727471028279o28cti.jpg

The sequence of movements for the shape in the four frames shows rotations at different angles:

1. **Frame 1 to Frame 2**: The shape rotates 90° clockwise. Notice how the pointed tip of the shape moves from the upper right direction to the lower right.

2. **Frame 2 to Frame 3**: The shape rotates another 90° clockwise. The pointed tip moves from the lower right direction to the lower left.

3. **Frame 3 to Frame 4**: The shape rotates 90° clockwise once again, bringing the pointed tip from the lower left to the upper left.

The movement between each frame is a consistent **90° clockwise rotation**.

Would you like further details or explanations?

Here are some relative questions:

1. What is the total rotation of the shape from Frame 1 to Frame 4?
2. Can this sequence be considered a cyclic motion? Why or why not?
3. How would the pattern change if each rotation was 180° instead of 90°?
4. What kind of symmetry does the shape have after these transformations?
5. How would the shape look after a 45° rotation instead of 90°?

**Tip**: Always look for patterns like symmetry and rotation to understand geometric transformations.

Identify the movements between the frames in the sequence of movements for a shape.

Learn how to identify rotations of a shape in a geometric sequence. This problem demonstrates rotations by 90 degrees clockwise between frames, introducing key concepts in geometric transformations. Suitable for students in Grades 5-7.

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