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Find the power series representation for tant f(I) = dt. o t f(z) = > (-1)en anIPn n=1 where en = OA. n - 1
Find the power series representation for tant f(I) = dt. o t f(z) = > (-1)en anIPn n=1 where en = OA. n - 1 OB. n OC. 0 and an = and Pn =Evaluate the indefinite integral as a power series In(1 - t) dt. 2t Find the first five non-zero terms of power series representation centered at t = 0. Answer: f(t) = J . .. What is the radius of convergence? Answer: R = Note: Remember to include a constant "C"
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