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an equilateral triangle of side 20cm is inscribed in a circle.calculate the distance of a side of the triangle from th centre o...Asked by Jo
An Equilateral Triangle Of Side 20cm Is Inscribed In A Circle.Calculate The Distance Of A Side Of The Triangle From the Centre Of The Circle.
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Answered by
Steve
The medians of the triangle all pass through the center of the circle.
The medians intersect 2/3 of the way to the opposite side.
The altitude of the triangle is also one of the medians, and it has length 10√3.
So, r = (2/3)10√3 = 20/√3
For an equilateral triangle of side s, the circumradius is s/√3.
The medians intersect 2/3 of the way to the opposite side.
The altitude of the triangle is also one of the medians, and it has length 10√3.
So, r = (2/3)10√3 = 20/√3
For an equilateral triangle of side s, the circumradius is s/√3.
Answered by
BABATUNDE
MATH
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