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What is the smallest number of terms of the series Σ (-1)2+1 -23 that would have to be added in order to n² zn n=1 estim
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What is the smallest number of terms of the series Σ (-1)2+1 -23 that would have to be added in order to n² zn n=1 estim
What is the smallest number of terms of the series Σ (-1)2+1 -23 that would have to be added in order to n² zn n=1 estimate its sum with an absolute error that is less than .01?