Q1: Using a suitable Fourier series expansion, for 0 < t < π, Show that; 4 5 53 sint + sin 3t+ ---- --- (1 + sin =) = == - π (1x3 8 (2 - TT (15 sin 2t + 3x35 4 63 sin 4t + -

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Q1: Using a suitable Fourier series expansion, for 0 < t < π, Show that;
53
sint +
sin 3t+
(1 + sin =) =
4 5
==
-
π (1x3
8 2
π (15
sin 2t +
3x35
4
63
sin 4t +
Transcribed Image Text:Q1: Using a suitable Fourier series expansion, for 0 < t < π, Show that; 53 sint + sin 3t+ (1 + sin =) = 4 5 == - π (1x3 8 2 π (15 sin 2t + 3x35 4 63 sin 4t +
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