(a) Evaluate e x2 dx as an infinite series. (b) Evaluate 01 e x2 dx correct to...
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(a) Evaluate ∫e–x2 dx as an infinite series.
(b) Evaluate ∫01 e–x2 dx correct to within an error of 0.001.
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a First we find the Maclaurin series for fx e x2 A...View the full answer
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