The following integral is given 140000 2000/n 9.84 dt 140000-2100t The integral reflects the speed of a train traveling over time t = 8 and t = 30 (a). Calculate the estimated value of x using the Simpson's 1/3 approach with a value of n = 4 (b) Calculate the error value by comparing the results of the exact value and the result of the calculation in question (a) (c) Calculate the relative absolute error by dividing the result of the problem (b) by the exact value, multiplied by 100%

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Chapter2: Second-order Linear Odes
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The following integral is given
140000
2000n
9.8
dt
140000-2100t
The integral reflects the speed of a train traveling over time t = 8 and
t= 30
(a). Calculate the estimated value of x using the Simpson's 1/3
approach with a value of n = 4
(b) Calculate the error value by comparing the results of the exact
value and the result of the calculation in question (a)
(c) Calculate the relative absolute error by dividing the result of the
problem (b) by the exact value, multiplied by 100%
Transcribed Image Text:The following integral is given 140000 2000n 9.8 dt 140000-2100t The integral reflects the speed of a train traveling over time t = 8 and t= 30 (a). Calculate the estimated value of x using the Simpson's 1/3 approach with a value of n = 4 (b) Calculate the error value by comparing the results of the exact value and the result of the calculation in question (a) (c) Calculate the relative absolute error by dividing the result of the problem (b) by the exact value, multiplied by 100%
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