A printed page is to have total area of 80 sq. cm with a margin of 2 cm at the top and on each side and a margin of 2.5cm at the bottom. What should be the dimensions of the page so that the printed area will be maximum?

The total area of page is 150 cm^(2) . The combined width of the margin at the top and bottom is 3 cm and the side 2 cm. What must be the dimensions of the page in order that the area of the printed matter may be maximum ?

The total area of a page is 150c m^2dot The combined width of the margin at the top and bottom is 3c m and the side 2cm. What must be the dimensions of the page in order that the area of the printed matter may be maximum?

The total area of a page is 150c m^2dot The combined width of the margin at the top and bottom is 3c m and the side 2cm. What must be the dimensions of the page in order that the area of the printed matter may be maximum?

A sheet of poster has its area 18 m^(2) . The margin at the top & bottom are 75 cms and at the sides 50 cms. Let e, n are the dimensions of the poster in meters when the area of the printed space is maximum . The value of e ^(2) +n^(2) is _________ .

Find the area of an isosceles triangle having the base 6 cm and the length of each equal side 5 cm.

The area of an isosceles triangle having base 2 cm and the length of one of the equal sides 4 cm is

A rectangle is made up of 16 squares of side 1 cm each. What possible dimensions can the rectangle have ?

The side of a square exceeds the side of the another square by 4 cm and the sum of the areas of the two squares is 400 sq. cm. Find the dimensions of the squares.

Find the area of an equilateral triangle having each side 4 cm.

A picture is painted on a cardboard 8 cm long and 5 cm wide such that there is a margin of 1.5 cm along each of its sides. Find the total area of the margin.