Determine the convergence of ∑n=1∞(nn−1)p\sum_{n=1}^{\infty} (\sqrt[n]{n} - 1)^p∑n=1∞(nn−1)p.
Converges if p>1p > 1p>1
Converges if p<1p < 1p<1
Converges for all ppp
Never converges