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13 Nov 2019
-1+1å®_Imrk = ã (-1) (c) Above you have f(x) k for all r in the interval of for all z in the interval of 1 + x k-0 * convergence you detered n part a. Integrate both sides of this equaton and find the interval of convergence for the integrated serics (d) Find a taylor series representation for In(1+x) in exactly the way you did for part b. After you find the taylor series find the interval of convergence
-1+1å®_Imrk = ã (-1) (c) Above you have f(x) k for all r in the interval of for all z in the interval of 1 + x k-0 * convergence you detered n part a. Integrate both sides of this equaton and find the interval of convergence for the integrated serics (d) Find a taylor series representation for In(1+x) in exactly the way you did for part b. After you find the taylor series find the interval of convergence
Irving HeathcoteLv2
23 Jun 2019