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Evaluating Integrals Using Power Rule

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Homework Problems for Complex Fourier Series... | Filo

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Answered: The complex Fourier series of f(I) = 1² where z E[-1,1]| is given by 00 2(-1)" einna. . The sum of the series 3 0/n=-00 (-1)" %3D n2 0/n--00 | bartleby

SOLVED: Evaluate the following integrals by interpreting each of them in terms of areas; i.e. solve "geometrically". Do not use limits and Riemann sums:âˆ«(2r)drâˆ«(âˆš(r-1) | âˆš(4z ))drâˆ«(âˆš(16 - r^2))drâˆ«(âˆš(16 - r))drâˆ«(f(r)dr) where f(z) = âˆš(I 1) if I â‰¤ 4

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