Question 4. The Fourier series representation, FS(t), of a function f(t), where f(t+6)= f(t) is given by FS(t) In this particular case the Fourier series coeffcients are given by ao = 1.25 an = do nat +Σa, cos (17) + b, sin (17). an b₁ = 3(-1)" пл 4(1-2(-1)") 1²7² n= Compute the Fourier series coefficients for n = 1,2,3 correct to 4 decimal places and hence, using these entered values, compute FS,(0) correct to 3 decimal places. Enter the values in the boxes below. Enter a correct to 4 decimal places: Enter a correct to 4 decimal places: Enter a correct to 4 decimal places: Enter b, correct to 4 decimal places: Enter correct to 4 decimal places: 00000

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Question 4.
The Fourier series representation, FS(t), of a function f(t),
where f(t+6)=f(t) is given by
FS(t)=+a cos
ao = 1.25
an =
=
n=1
In this particular case the Fourier series coeffcients are given.
by
3(-1)"
пл
3
4(1-2(-1)")
n²π²
+b, sin
(nt).
Compute the Fourier series coefficients for n = 1,2,3 correct to
4 decimal places and hence, using these entered values,
compute FS (0) correct to 3 decimal places.
Enter the values in the boxes below.
Enter a correct to 4 decimal places:
Enter a correct to 4 decimal places:
Enter
correct to 4 decimal places:
az
Enter b, correct to 4 decimal places:
Enter b₂ correct to 4 decimal places:
Enter b3 correct to 4 decimal places:
Enter FS,(0) correct to 3 decimal places:
00000
Transcribed Image Text:Question 4. The Fourier series representation, FS(t), of a function f(t), where f(t+6)=f(t) is given by FS(t)=+a cos ao = 1.25 an = = n=1 In this particular case the Fourier series coeffcients are given. by 3(-1)" пл 3 4(1-2(-1)") n²π² +b, sin (nt). Compute the Fourier series coefficients for n = 1,2,3 correct to 4 decimal places and hence, using these entered values, compute FS (0) correct to 3 decimal places. Enter the values in the boxes below. Enter a correct to 4 decimal places: Enter a correct to 4 decimal places: Enter correct to 4 decimal places: az Enter b, correct to 4 decimal places: Enter b₂ correct to 4 decimal places: Enter b3 correct to 4 decimal places: Enter FS,(0) correct to 3 decimal places: 00000
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