The natural number whose cube is equal to itself is - -

Question

Toppr Admin · Accepted Answer

Consider the number 1-Then- cube of 1- i-e- 13-1-That is- 1 is a natural number whose cube is 1 itself-Therefore- the natural number whose cube is equal to itself is 1-

The natural number whose cube is equal to itself is ____ .

Consider the number $1$ .
Then, cube of $1$ , i.e. $1^{3} = 1.$
That is, $1$ is a natural number whose cube is $1$ itself.
Therefore, the natural number whose cube is equal to itself is $1$ .

The natural number whose cube is equal to itself is ____ .

Consider the number 1.Then, cube of 1, i.e. 13=1.That is, 1 is a natural number whose cube is 1 itself.Therefore, the natural number whose cube is equal to itself is 1.

Consider the number $1$ .
Then, cube of $1$ , i.e. $1^{3} = 1.$
That is, $1$ is a natural number whose cube is $1$ itself.
Therefore, the natural number whose cube is equal to itself is $1$ .