Lesson 08: Rotation Patterns | Unit 1: Rigid Transformations and Congruence

Draw

Rotate segment $$CD$$ $$180^\circ$$ around point $$D$$ . Use the figure below to demonstrate the rotation.

Draw

Rotate segment $$CD$$ $$180^\circ$$ around point $$E$$ . Use the figure below to demonstrate the rotation.

Draw

Rotate segment $$CD$$ $$180^\circ$$ around point $$M$$ . Use the figure below to demonstrate the rotation.

Draw

Here is an isosceles right triangle. Rotate triangle $$ABC$$ $$90^\circ$$ clockwise around $$A$$ and draw the resulting triangle.

Draw

Here is an isosceles right triangle. Rotate triangle $$ABC$$ $$180^\circ$$ around $$A$$ and draw the resulting triangle.

Draw

Here is an isosceles right triangle. Rotate triangle $$ABC$$ $$270^\circ$$ clockwise around $$A$$ and draw the resulting triangle.

Draw

Here is triangle $$XYZ$$ : Draw the rotation of triangle $$XYZ$$ $$90^\circ$$ clockwise around $$Z$$ .

Draw

Here is triangle $$XYZ$$ : Draw the rotation of triangle $$XYZ$$ $$180^\circ$$ around $$Z$$ .

Draw

Draw the rotation of triangle $$XYZ$$ $$270^\circ$$ clockwise around $$Z$$ .

Draw

Draw segment $$PQ$$ .