The first diagram shows an equilateral triangle and a

square with the same side length S. Find the area of the

triangle Ar in terms of the area of the square As

Question

Flynn

16 November, 22:35

+5

Answers (1)

Know the Answer?

Leonard Rowland · Answer 1

Ar = ¼√3 As

Step-by-step explanation:

Area of an equilateral triangle is:

Ar = ¼√3 s²

Area of a square is:

As = s²

Substituting:

Ar = ¼√3 As

The first diagram shows an equilateral triangle and asquare with the same side length S. Find the area of thetriangle Ar in terms of the area of the square As