A circle is inscribed in a AABC having
sides AB =8 cm, BC = 10 cm and AC =12
cm. Find AD if D, E and F are the points
of contact of circle with sides AB, BC and
CA respectively
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Answer:
We know that AD= AF
BD=BE
CE=CF
Let AD= AF=x
BD=BE=y
CE=CF=z
Then x+y=12
y+z=8
x+z=10
On Solving above equation we get x=7,y=5,z=3
So AD=7 , BE=5 , CF= 3
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