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Nov 27, 2007 . x and 5 are basic functions and their limits are known. limx→-2 x = -2 and limx→-

We'll see examples of solving limits with rationalization, solving limits by factoring

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Problem: Using L'Hospital's Rule, evaluate the following limits. Constructed with

These limits are indeterminant because the quotient on the left is 0⁄0 when x = 3,

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So the question, as I understand it, is to find the infinite sum of [2^(1 + 3n)]^(1/n) = 2^((1 + 3n)/n) for all values of n from 1 onward. You can confirm that .

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Sep 24, 2011 . I explain some basic laws of limits that make solving some problems easier.

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