Find an upper bound for the error, Em, of the Simpson's rule approx- imation with n = 4 of the given integral. Your answer should be a simplified fraction or a decimal rounded to four places. .3 I =...


Find an upper bound for the error, Em, of the Simpson's rule approx-<br>imation with n = 4 of the given integral. Your answer should be a simplified<br>fraction or a decimal rounded to four places.<br>.3<br>I =<br>-1 dx<br>Find the least value of n that guarantees that the error of the Simpson's<br>Rule approximation of the integral below is less than .001. Your answer should be<br>a suitable, positive integer.<br>2<br>I =<br>dx<br>

Extracted text: Find an upper bound for the error, Em, of the Simpson's rule approx- imation with n = 4 of the given integral. Your answer should be a simplified fraction or a decimal rounded to four places. .3 I = -1 dx Find the least value of n that guarantees that the error of the Simpson's Rule approximation of the integral below is less than .001. Your answer should be a suitable, positive integer. 2 I = dx

Jun 04, 2022
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