In the given triangles of Fig. 9.39, perimeter of `DeltaABC` = perimeter of `DeltaPQR`. Find the area of `DeltaABC`.

Perimeter of a Delta is 32 cm & inradius is 3 cm. Find the area of Delta .

If DeltaABC~DeltaPQR then evaluate the length of AC. If perimeter of DeltaABC = 20 cm, perimeter of DeltaPQR = 40 cm and PR = 8 cm.

Find the perimeter of DeltaABC , if AP=12 cm

Ray BD is the angle bisector of angleABC. The perimeter of DeltaABC is

Find the perimeter of DeltaDEFG . (Fig.) .

In Figure , find the perimeter of DeltaABC . If AP = 12 cm.

The triangle is formed by joining the mid point of the sides AB, BC and CA of DeltaABC and the area of DeltaPQR is 6cm^(2) , then the area of DeltaABC is :

Area and Perimeter of triangle

In the given figure,the area of the DeltaABC is

DeltaXYZ is similar to DeltaPQR .If ratio of perimeter of DeltaXYZ and perimeter of DeltaPQR is 16 : 9 and PQ = 3.6 cm, then what is the length (in cm) of XY?