Question

Index form Of fifth root Of 13 is

Answer 1

Answer:

13^ 1/5 or

both are right

Answer 2

Given data: Fifth root Of 13

To find: Index form

Solution:

• Index form is defined as the exponential form or the number of times given number is multiplied.
• For example, 3 is the base number and 2 is the power or index of 3. So, we get $3^2=9$.
• Similarly we need to find the index form for the given number 13.
• Hence the index form of fifth root of 13 is $(13)^\frac{1}{5}$ or $\sqrt[5]{13}$.