A chess board contains 64 equal squares and the area of each square is `6. 25\ c m^2` . A border round the board is 2 cm wide. Find the length of the side of the chess board.

Sohan and Mohan are playing a chess on Sunday. The chess board contains equal squares and the area of each equal square is 6.25 cm^(2) . A border round the board is 2 cm wide. Find the length of the side of the chess board.

A chess board contains 64 equal squares and the area of each square is 6.25cm^(2) .A border round the board is 2cm wide.Find the length of the side of the chess board.

A chess board contains 64 equal squares and the area of each square is 6.25cm^(2) . A border round the board is 2cm wide find its side.

Sohan and Mohan are playing a chess on Sunday. The chess board contains equal squares and the are of each equal square is 6.25 cm^(2) . A border round the board is 2 cm wide. Find the area of the chess board.

Sohan and Mohan are playing a chess on Sunday. The chess board contains equal squares and the area of each equal square is 6.25 cm^2 . A border round the board is 2 cm wide. Find the area of 64 equal squares.

Sohan and Mohan are playing a chess on Sunday. The chess board contains equal squares and the area of each equal square is 6.25 cm^(2) . A border round the board is 2 cm wide. Area of border of 2 cm wide will be ?

Sohan and Mohan are playing a chess on Sunday. The chess board contains equal squares and the are of each equal square is 6.25 m^(2) . A border round the board is 2 cm wide. For equation ax^(2)+bx+c=0, x = (-b pm sqrt(b^(2)-4ac))/(2a) is called the.......

There are 64 equal squares in the chess board and every Square has area 6.25 cm2. There is a border of width 2 cm at each of its four sides. Find the length of the side of chess board.

Find the number of squares in chess board.