Problem 22. Tom For a 2 P-Penodic piecewise continuous function, the Parneval Identity is given by to So (f(x) ³ dix = 20² + ½ € (a + b) n=l 2P J-P a) The Fourier Series of the 257-Periodic function f(x) given interval [-11₂ 113 for f(x) = x²³ - 11x (i)n pinnx 3 is 671 n3 Use the Parseval Identity to evaluate Ans: 00 ट n=l SIN 징 쿄M8 하 76 ;) 4774 945 on the

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
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Problem 22.
Tom For a 2 P-Penodic piecewise continuous function, the
Parneval Identity is given by
2
Ao
n=1
(6(2))
to So (f(x) ³ dix = 20² + 1 € (a + b)
2P J-P
a) The Fourier Series of the 257-Periodic function f(x) given
interval [-11₂ 113 for f(x) = x²³ - 11x
(i)n pinnx
3
is
671
n3
Use the Parseval Identity to evaluate
Ans:
ट
n=l
SIN
징 쿄M8
하
76
3
4774
945
on
the
Transcribed Image Text:Problem 22. Tom For a 2 P-Penodic piecewise continuous function, the Parneval Identity is given by 2 Ao n=1 (6(2)) to So (f(x) ³ dix = 20² + 1 € (a + b) 2P J-P a) The Fourier Series of the 257-Periodic function f(x) given interval [-11₂ 113 for f(x) = x²³ - 11x (i)n pinnx 3 is 671 n3 Use the Parseval Identity to evaluate Ans: ट n=l SIN 징 쿄M8 하 76 3 4774 945 on the
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