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Information about the extra credit homework assignment for math 116, specifically section jeff mermin's assignment on the convergence of power series for various functions such as ex, sin x, cos x, ln(1 + x), 1 + x, and 1 + x^2, as well as arctan x. Students are required to have completed satisfactorily extra credit homework 9 and 10 and are encouraged to use the ratio test or the root test to determine the intervals of convergence for each power series.
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To have this assignment graded, you must have done a satisfactory job onYou can use the ratio testExtra Credit homework 9 and 10. or the root test to answer all of these questions. You may also be able to identify a metatheorem or two. Your answer should bean interval.1. At what x does the power series for exconverge?