Question

Cube root of an even number is ___ .
Cube root of an odd number is ___ .

Answer 1

As cube of an even number is an even number so the cube root of an even number is also an even number.
As cube of an odd number is an odd number so the cube root of an odd number is also an odd number.
​So, as we observe:
$\sqrt[3]{327}$ = 3 odd
$\sqrt[3]{364}$ = 4 even