Prove that for |x| Use the first two terms to approximate 0 1/2 dx/(x 4 +
Question:
Prove that for |x|
Use the first two terms to approximate ∫01/2 dx/(x4 + 1) numerically. Use the fact that you have an alternating series to show that the error in this approximation is at most 0.00022.
Transcribed Image Text:
s dx = A + x - ² + 1 - .. x4 + 1 5 9 کر
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