The integral 28x³e-x² dx is approximated by Simpson's 3/8 rule with 9 intervals. Let f(x) = x³e-x² . Find the product of those f(x) in the formula 3h whose weights are (a) 0.0000024 (b) 0.002448 (c) 0.000244 (d) 0.0000245

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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3.8
The integral 28x³e-x² dx is approximated by Simpson's 3/8 rule with 9
intervals. Let f(x) = x³e¯x² . Find the product of those f(x) in the formula
3h
whose weights are
4
(a) 0.0000024
(b) 0.002448
(c) 0.000244
(d) 0.0000245
Transcribed Image Text:3.8 The integral 28x³e-x² dx is approximated by Simpson's 3/8 rule with 9 intervals. Let f(x) = x³e¯x² . Find the product of those f(x) in the formula 3h whose weights are 4 (a) 0.0000024 (b) 0.002448 (c) 0.000244 (d) 0.0000245
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