If a sequence c1, c2, c3, … has limit K then the sequence e^c1, e^c2, e^c3, … has limit e^K. Use

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Nick Johnson · Answer

Hello, so here we have the sequence B sub -N, which is going to be equal to the square root of n

Nick Johnson · Answer

Okay, so here we have our sequence, C sub n, which is equal to n times the square root of n squa

Prakriti R · Answer

Hello everyone. So in this question, the sequence given to us is bn equals 1 plus 3 .1 divided b

Suman K · Answer

In this question we have been given a n is equal to l n whole square over 3n and we have to find

Lucas Finney · Answer

With this problem, we are asked to evaluate the limit as n approaches infinity for the given seq

If a sequence $c_1, c_2, c_3, \dots$ has limit $K$ then the sequence $e^{c_1}, e^{c_2}, e^{c_3}, \dots$ has limit $e^K$. Use this fact together with l'Hopital's rule to compute the limit of the sequence given by $b_n = (n)^{\frac{4.6}{n}}$.