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Infinite Series, Taylor Series Homework Help Resources (Page 2)


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I am in the Alternating series portion of infinite series. It is asking me to determine whether the series is convergent or divergent. I will draw the problem, but I take the limit and get infinity/infinity. Does this imply L'Hopital at this point, or does this just mean that because it doesn't equal zero it diverges?
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Consider the following recursively defined sequence: Find the value of a2002. Give a clear explanation of how you obtained your answer.
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divergence and convergence of the series
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Use Taylor's Theorem to obtain an upper bound for the error of the approximation. Then calculate the exact value of the error.
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Power series, interval of convergence, radius with definitions, formulas and examples.
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Taylor and McLaurin series with formulas and examples.
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