Two soaps `A` and `B` are given. Dimensions of `B` are `50%` more each than dimension of `A`. Soap content of `B` as compared to `A` is

Two soaps A and B of cubical shape are given. Dimensions of B are 50% more each than dimension of A . Soap content of B as compared to A is

Two soap bubbles A and B are given. Radius of B is 50% more than radius of A. Soap content (volume) of B as compared to A is

The ratio of dimensions of E and B is same as dimension of

________ is 50% more than 60.

Two numbers A and B are respectively 80% and 50% more than the third number C. What is the ratio of A and B?

If A is 50% more than B, then B is less than A by