Question

If m and n are two natural number and m^n =32,then n^mn is.

Answer 1

m^n = 32

m^n = (2)^5

compare  both side so

m = 2 and n = 5

so ,

n^mn

= (5)^2*5

= (5)^10

= 9765625

Answer 2

Answer:

$\text{The value of }n^{mn}\text{ is }1024$  

Step-by-step explanation:

Given that if m and n are two natural number and

$m^n =32$

$\text{we have to find the value of }n^{mn}$

As,

$m^n =32=2^5$

Comparing both sides

m=2 and n=5

$n^{mn}=2^{2\times 5}=2^{10}=1024$

$\text{The value of }n^{mn}\text{ is }1024$