PQRS is a rectangle such that `PR +PQ = 5PS` and `PR - PS = 8`. Then area (in sq. units) of rectangle is-

In the given figure, if PQR is an isosceles triangle such that PQ = PR and PS = PT, then the value of y is equal to

PQRS is a rectangle. The ratio of the sides PQ and QR is 3:1. If the length of the diagonal PR is 10cm, then what is the area (in cm^2 ) of the rectangle?

PQRS is a straight line. PQ = 2 cm and PS = 40 cm. If PR : RS = 7 : 3, then QR in cm is:

In a DeltaPQR , S in a point on side PQ and T is a point on side PR such that ST II QR (PS)/(SQ) = 3/5 and PR = 28 cm. What is the value of PT?

Let PQRS be a rectangle such PQ = sqrt33 QR. What is angle PRS equal to ?

DeltaPQR is right-angled at PS perp QR If PQ=5cm and PR=12cm, find the area of Delta PQR .Also find the length of PS

If PQRS is a quadrilteral such that vec(PQ)=veca,vec(PS)=vecb and vec(PR)=x veca+yvecb show that the area of the quadrilateral PQRS is 1/2|(xy||vecaxxvecb|

If PQRS is a quadrilteral such that vec(PQ)=veca,vec(PS)=vecb and vec(PR)=x veca+yvecb show that the area of the quadrilateral PQRS is 1/2|(xy||vecaxxvecb|