Common Core: High School - Geometry - Rotation, Reflection, and Transformation Definitions: CCSS.Math.Content.HSG-CO.A.4

1

Inscribed polygon

Looking at the above image, calculate the order of rotational symmetry of the polygon that is inscribed in the circle.

2

Two pencils are placed equidistance away from one another on a table. If these two pencils are parallel, what is the result after they are reflected.

3

Given a circle that is divided into equal pieces, what is the number of rotations that can occur to keep symmetry?

4

Given a regular polygon that has sides, calculate the order of rotational symmetry.

5

Given a circle that is divided into equal pieces, what is the number of rotations that can occur to keep symmetry?

6

Given a circle that is divided into equal pieces, what is the number of rotations that can occur to keep symmetry?

7

Given a circle that is divided into equal pieces, what is the number of rotations that can occur to keep symmetry?

8

For an equilateral triangle that is inscribed in a circle, what is the minimum angle rotation that can be done to result in the same triangle orientation?

9

Given a circle that is divided into equal pieces, what is the number of rotations that can occur to keep symmetry?

10

Given a circle that is divided into equal pieces, what is the number of rotations that can occur to keep symmetry?

Rotation, Reflection, and Transformation Definitions: CCSS.Math.Content.HSG-CO.A.4

Practice Questions