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It involves some summation formulas from 1. Here's a tricky sequence problem that many students see in calculus 2. Taking the limit as n approaches infinity of n^(1/n) without using l'hopital's rule.
Instead we will use our knowledge behavior linear and logorith. Steps on how to integrate xe^(x) with bounds from infinity approach this definite integral we use a technique called integration by parts where d. We find a formula for the sum of n terms in summation and then use to limit as approaches infinity.