Reason:-Equilateral triangle is a continuous polygon with interior angles measure up 60°.

You are watching: Which of the following are true statements about any regular polygon? check all that apply.

C.True.

Reason:- definition of consistent polygon.

D.False.

Reason:-Hexagon is a kind of continuous polygon v 6 political parties .

E.True.

Reason:- home of continuous polygon.

F.True.

Reason:- home of continuous polygon.

Is the this question?

Statement C, E and also F are true.

Step-by-step explanation:

We have to uncover the true statements about a continual polygon.

Regular Polygon

A continual polygon is a polygon the is equiangular the is all angles space equal in measure and equilateral the is all sides have actually the exact same length.A) False

This is no a necessity that all angles measure 90 degrees.

B) False

It may or may not be a a quadrilateral.

C) True

All consistent polygons space closed figure.

D) False

All regular polygons space not hexagon yet hexagon is a polynomial.

E) True

All the angle of a consistent polygon space equal.

F) True

Since all the sides of a regular polygon are equal, thus, that sides are congruent line segments.

Answer from: braddypeter61

the answer is E all of its sides space congruent

Answer from: tiannahwlit

A consistent polygon is a closeup of the door figure All its angles are equal in measure.and all its sides are congruent

Answer from: INEEDTOPASSS

AnswerA. That is convex. D. That is sides are line segments. E. Every one of its sides space congruent. F. Every one of its angles room congruent. ExplanationIn geometry, a continual polygon is a polygon whose all angles room equal and all sides are equal. The it is equiangular and equilateral respectively. The explain that room true about a constant polygon native the options given are:A. It is convex. D. Its sides are line segments. E. Every one of its sides space congruent. F. Every one of its angles are congruent.

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Which of the following are true statements about any continuous polygon? examine all that apply.

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