This is the same as finding regular limits, but only using integers, right? The problem is: a_n=[ln(2+e^n)]/3n How do I solve it?
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Originally Posted by schnek This is the same as finding regular limits, but only using integers, right? The problem is: a_n=[ln(2+e^n)]/3n How do I solve it? You could use L'Hopital's Rule here. Observe that both numerator and denominator go to infinity as n goes to infinity. Then the ratio will approach the ratio of the derivatives:
Originally Posted by schnek This is the same as finding regular limits, but only using integers, right? The problem is: a_n=[ln(2+e^n)]/3n How do I solve it? Or merely note that . The second term in a senes "doubly" tends to zero. The numerator tends towards and the denominator is getting unboundedly large.
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