The output power of a system can be represented by a continuous function f(t) over the interval 1 ts 6 that is given by: b f(t) = [2 + sin(√2x) dx a (i) Estimate the output power of the system by using trapezoidal rule and 1/3 Simpson's rule with n = 10. (ii) Calculate the exact solution of the output power by using scientific calculator. (iii) Find the absolute error for each method from Q2(a)(i).
The output power of a system can be represented by a continuous function f(t) over the interval 1 ts 6 that is given by: b f(t) = [2 + sin(√2x) dx a (i) Estimate the output power of the system by using trapezoidal rule and 1/3 Simpson's rule with n = 10. (ii) Calculate the exact solution of the output power by using scientific calculator. (iii) Find the absolute error for each method from Q2(a)(i).
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:The output power of a system can be represented by a continuous function f(t) over
the interval 1 ts 6 that is given by:
(i)
b
f(t) = [²
a
2 + sin(√2x) dx
Estimate the output power of the system by using trapezoidal rule and 1/3
Simpson's rule with n = 10.
(ii) Calculate the exact solution of the output power by using scientific calculator.
(iii) Find the absolute error for each method from Q2(a)(i).
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