Find values of x such that $x^n=n^x$ Here, n $\in$ I.
One solution will remain x=n But i want to find if any more solutions can exist
$$x^n=n^x$$
Find values of x such that $x^n=n^x$ Here, n $\in$ I.
One solution will remain x=n But i want to find if any more solutions can exist
$$x^n=n^x$$