The inscribed circle of triangle ABC touches side AB at P.Given that its radius is 21 and AP=23 and BP=27 find the perimeter of triangle ABC.
let the point at which the circle touches the side AC and BC be Q and R resp.
then AP=AQ and BP=BR (tangents frm the same point are equal in length)
now to find CR we can use the inradius and circumr relation(which i dont remember right now
??:) . then apply pytho ie.. OC=CR+OR
NOW add all sides and come out with flying colours
I DON KNW IF THAT IS RIGHT or one of my mindless attempts
U NEVER WIN THE SILVER...U ALWAYS LOOSE THE GOLD