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    Power series: Interval of Convergence

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    Determine a power series, centered at 0, for the function, identify the interval of convergence:

    h(x)= x / x^2-1 = (1 / 2(1+x)) -(1 / 2(1-x))

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    Solution Summary

    A power series is analyzed and the interval of convergence is found. The centered for the functions are determined.