if the hypotenuse of Isosceles right triangle is 7root3 find the area of circle inscribed in it
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first find out other 2 sides of isosceles triangle
h ² = b²+ Al ²
b = Al
then find semi perimeter
ps= a + b +c / 2
p = a + b + c
then apply formula for radius of circle
r ² = (PS -a ) x (PS - b) X ( PS - c) divded by p
area of circle sp X r
thku
h ² = b²+ Al ²
b = Al
then find semi perimeter
ps= a + b +c / 2
p = a + b + c
then apply formula for radius of circle
r ² = (PS -a ) x (PS - b) X ( PS - c) divded by p
area of circle sp X r
thku
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