Three Equal Cubes Are Placed Adjacently In A Row Find The Ratio Of The Total Surface Area Of The Resulting Cuboid To That Of The Sum Of The Surface Areas Of Three Cubes.
Let
The side of the cube be .
The height of the cuboid is .
The length of the cuboid is .
Three cubes placed in row then breadth of cuboid be a
The Sum Of The Surface Areas Of Three Cubes is
The total surface area of the resulting cuboid is
So the ratio of The Total Surface Area Of The Resulting Cuboid To That Of The Sum Of The Surface Areas Of Three Cubes is:
The Ratio Of The Total Surface Area Of The Resulting Cuboid To That Of The Sum Of The Surface Areas Of Three Cubes is .