Question

Which tatement are true about the line of ymmetry of a regular pentagon? Select three option

Answer 1

The correct option for the lines of symmetry of a regular pentagon-

• C: Every line bisects a vertex angle.
• D: Every line bisects a side.
• E: Every line is perpendicular to a side.

Explain the term regular pentagon?

• When a form can be folded or the folded portion sits perfectly on top so that all other edges match when the perpendicular line goes through at one vertex to the center of one side, the shape has a line of symmetry.
• Now that we have established what a line of symmetry is, we can infer that a pentagon has five sides and, thus, five lines of symmetry.

An image of a pentagon's five lines of symmetry is included below.

We can observe from the following photo that the lines for symmetry cut through a vertex angle, a side, and are perpendicular to either a side.

Options C, D, and E are the appropriate choices.

To know more about the regular pentagon, here

https://brainly.com/question/11759904

#SPJ4

Complete question is;

Which statements are true about the lines of symmetry of a regular pentagon? Check all that apply.

A) Every line connects two vertices.

B) Every line connects the midpoints of 2 sides.

C) Every line bisects a vertex angle.

D) Every line bisects a side.

E) Every line is perpendicular to a side.