maximum area of a triangle inscribed in a semi circle of radius r
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The radius of the semicircle = height of the triangle
The diameter of the circle = Base of the triangle
Therefore maximum area of the triangle = 1/2 × bh
= 1/2 × r ×2r
=r^2
The diameter of the circle = Base of the triangle
Therefore maximum area of the triangle = 1/2 × bh
= 1/2 × r ×2r
=r^2
Answered by
2
Abc is the triangle
OB and OC are radii . So the are of r units
Area of triangle =1/2 *base*height
=1/2*2(OB)*OC
=1/2 * 2r*r
=r square is the answer
OB and OC are radii . So the are of r units
Area of triangle =1/2 *base*height
=1/2*2(OB)*OC
=1/2 * 2r*r
=r square is the answer
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