in a equilateral triangleABC we choose a point lying P in the line AB such that A is in between P and B.IF r1 and R are the inradius and exradius of the Triangle PAC ans Triangle PBC and I is the side of the triangle show that r1+r2=I

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in a equilateral triangleABC we choose a point lying P in the line AB such that A is in between P and B.IF r1 and R are the inradius and exradius of the Triangle PAC ans Triangle PBC and I is the side of the triangle show that r1+r2=I

in a equilateral triangleABC we choose a point lying P in the line AB such that A is in between P and B.IF r1 and R are the inradius and exradius of the Triangle PAC ans Triangle PBC and I is the side of the triangle show that r1+r2=I

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in a equilateral triangleABC we choose a point lying P in the line AB such that A is in between P and B.IF r1 and R are the inradius and exradius of the Triangle PAC ans Triangle PBC and I is the side of the triangle show that r1+r2=I

in a equilateral triangleABC we choose a point lying P in the line AB such that A is in between P and B.IF r1 and R are the inradius and exradius of the Triangle PAC ans Triangle PBC and I is the side of the triangle show that r1+r2=I

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