(a) Write a review (2–3 pages) on power series in calculus. Use your own formulations and examples—do not just copy from textbooks. No proofs. (b) Collect and arrange Maclaurin series in a systematic list that you can use for your work.
Chapter 5, PROBLEM SET 5.1 #1
(a) Write a review (2–3 pages) on power series in calculus. Use your own formulations and examples—do not just copy from textbooks. No proofs.
(b) Collect and arrange Maclaurin series in a systematic list that you can use for your work.
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a) This is a solution to the assigned question. All of this distinction between convergent and divergent series stems from one basic question: can you compute the sum of infinitely many terms? Converg…View the full answer
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