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Statement of a problem № m52556

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(a) If f(x) = sin(sin x), use a graph to find an upper bound for |f(4)(x)|. (b) Use Simpson s Rule with n = 10 to approximate And use part (a) to estimate the error. (c) How large should n be to guarantee that the size of the error in using Sn is less than 0.0001?




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