Question

In a regular hexagon, leading diagonal of it is twice of its side.

Options

• Yes

• No

• Nothing can be said

Answer 1

Yes

Explanation:

A regular hexagon can be divided into six congruent equilateral triangles meeting at its center, where the side length of each triangle equals the side length of the hexagon (s). The leading (main) diagonal passes through the center, connecting two opposite vertices, which means its length is equal to two times the radius of the circumscribed circle (or twice the side length, 2s). Thus, the leading diagonal is indeed twice its side.