For what numbers will the cube of a number exceed four times its square?

Question

like this i think

x^3 > 4x^2

+ integers for x

Answer 1

dont know sorry

Answer 2

Any number greater than 4.

Answer 3

Well, let's say we have the number x.

The cube of the number x is:

x * x * x

Four times the square is:

4 * x * x

So note that the only thing that changed was the first x.  Whenever that first x is greater than 4, the cube of the number will exceed four times its square.

In math terms:

x > 4.