IM 8.1.2 Lesson: Naming the Moves

Quadrilateral A can be rotated into the position of Quadrilateral B. Estimate the angle of rotation.
Here is another set of dance moves. Use the black points to move the frames and the open circles to rotate them.
Describe the move or say if it is a new move from Frame 1 to Frame 2.
Describe the move or say if it is a new move from Frame 2 to Frame 3.
Describe the move or say if it is a new move from Frame 3 to Frame 4.
Describe the move or say if it is a new move from Frame 4 to Frame 5.
Describe the move or say if it is a new move from Frame 5 to Frame 6.
How would you describe the new move?
Drag the cards to sort them into categories according to the type of move they show.
Describe each category and why it is different from the others.
You can explore the applets below to see the ways the images move. Drag the red point. Explore how the image changes.
Click on the box to show the transformed image. Move the yellow points and the red segment to see how the image changes.

IM 8.1.2 Practice: Naming the Moves

Each of the six cards shows a shape.
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[/img][br][br]Which pair of cards shows a shape and its image after a rotation?
Which pair of cards shows a shape and its image after a reflection?
The five frames show a shape's different positions.
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[/img][br][br]Describe how the shape moves to get from its position in each frame to the next.
The rectangle seen in Frame 1 is rotated to a new position, seen in Frame 2.
[img]data:image/png;base64,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[/img][br][br][br]Select all the ways the rectangle could have been rotated to get from Frame 1 to Frame 2.

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