Question

cube root of 216/2197

Answer 1

 ³√216/2197 = 6/13
hope this helps u.

Answer 2

Given:

216/2197

To find:

The cube root of 216/2197

Solution:

The required cube root is 6/13.

We can obtain the value by expanding the given terms as their factors' product.

So, the given fraction could be written as follows-

216/2197=6×6×6/13×13×13

Now, we will take the cube root of the fraction.

$\sqrt[3]{216/2197}$=6/13

So, the required value of the cube root is 6/13.

Therefore, the cube root required is 6/13.