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.

Find the area of all possible rectangles whose sides are only whole numbers, given that the perimeter of the rectangels is 18 cm.

Find the perimeter of each rectangle.

Find the perimeter of each rectangle.

Given that the length and breadth of the rectangle are only positive integral values, find the dimensions of all possible rectangles which have an area of 68 sq. cm.

Find the length of the diagonal of a rectangle whose sides are 12cm and 5cm.

If the lengths and breadths of rectangles are positive integral values, find the dimensions of all possible rectangles with perimeter 18cm. Also, find their respective areas.

The sides of a rectangle are x and y, respectively. Find the rule for finding the perimeter of the rectangle.

Find the length of the diagonal of a rectangle whose sides are 21 cm and 20 cm.

If the area of a rectangle is 24 sq. cm., find all the possible dimensions for a rectangle such that the lengths of the sides are only positive integral values and also find their perimeters.

Find the Area of a rectangle whose length is 25 cm and breadth is 18 cm.