Given that the founier series gor the anhisymmetnic 8quare wane (Shown in figure) 8 period 2n is (x) = (2) = 4) Sine) + Sin(32) + Sin(5x) + - 5 wsite down the fourier series of Symmetsic square wave of period 2R (as shown in figure). 1. in 's Symmetsic of period 21 (L>0). 2. square -3L iL: 3L

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Given that the founier series for the anhisymmetnic
8quare wane
g period 2e is
(shown in figure)
(x) =
31
-2n
f0) = 4 Sinte) + Sin(32) + Sin(52)
4 Sinx) + Sin(32) + I Sin(5x) +
woite down the fourier series
of
Symmetsic square
figure).
1.
* period 21 (as shown in
-3n : -in
Symmetsic square wave
of period 21 (L>0).
2.
-3L
2L
3L
S,
Transcribed Image Text:Given that the founier series for the anhisymmetnic 8quare wane g period 2e is (shown in figure) (x) = 31 -2n f0) = 4 Sinte) + Sin(32) + Sin(52) 4 Sinx) + Sin(32) + I Sin(5x) + woite down the fourier series of Symmetsic square figure). 1. * period 21 (as shown in -3n : -in Symmetsic square wave of period 21 (L>0). 2. -3L 2L 3L S,
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