Find the value of area of rectangle PQRS

If perimeter of rectangle & Parallelogram is equal with same base. Find the ratio of area of rectangle and area of parallelogram.

In rectangle PQRS, O is the midpoint of QR. Area of POQ is 16 sq. cm. a) What is the area of POS? b) What is the area of OSR? c) Find the area of the rectangle PQRS?

PQRS is a rectangle. T is a point on PQ such that RTQ is an isosceles triangle and PT = 5 QT.If the area of triangle RTQ is 12 sqrt3 sq.cm, then the area of the rectangle PQRS is:

A circle is drawn to pass through vertex P & to touch QR & RS at A & B of rectangle PQRS. If length of perpendicular from P onto AB is sqrt(7), then area of rectangle PQRS is.

Find the areas of all possible rectangles whose sides are only positive integer values, given that the perimeter of each of the rectangles is 18 cm.

PQRS is a rectangle. When the length and breadth of the rectangle increases, the rectangle is enlarged to VWRT and the area of the rectangle is enlarged by 226 cm^(2) . If the length of rectangle PQRS is twice its breadth. Find (i) Perimeter of rectangle PQRS. (ii) Area of rectangle VWRT.

Let ABCD is a rectangle whose sides given area a and b.A rectangle PQRS whose area is A is shown in figure,then

The following are rectangle of equal breadth on a graph paper . Find the area for each rectangle and fill in the table . Is the area directly proportional to length ?

The perimeter of a rectangle is 24 cm. Find the area of rectangle, given that the sides of the rectangle are whole numbers only.