The area of an an equilateral triangle is 36√3cm
Its height is
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First of all let us calculate the side of this equilateral triangle.
Let the sides of equilateral triangle be "s" cm.
Also, Area of equilateral triangle = √3/4×(s)²
Then, √3/4 × (s)² = 36√3
=> s²/4 = 36
=> (s/2)² = 36
=> s/2 = √36 cm or 6 cm.
=> s = (6×2) cm = 12 cm.
Now, by using the formula, we get :
Height of equilateral triangle
= √3/2 × (s)
= √3/2 × (12)
= 6√3 cm.
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