Find the area of the largest triangle which can be inscribed in a circle with radius 'x' cm.
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let radius of circle be x
when we inscribe a triangle in it , its side comes to be √x^2-x^2/4
the triangle will be equilateral ..
so √3/4* √x^2-x^2/4
when we inscribe a triangle in it , its side comes to be √x^2-x^2/4
the triangle will be equilateral ..
so √3/4* √x^2-x^2/4
Anonymous:
thanks but how did you find the side
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