Determine the Fourier series for the periodic function f( 0 ) of period 2 n -T<0<0 f(e) = , sine 0<0

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.1: Equations
Problem 75E
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Determine the Fourier series for the periodic function f( 0 ) of period 2 n
fle) =,
-T< 0<0
sine 0<0<T
20 ( 1
cos e cos2 e co s30
f(e) =
(3)
(3)(5) (5) (7)
24 ( 1
f(e) =
cos e
(3)
c s2 0 cos3 0
(3)(5) (5)(7)
2
...
co s2 0
(3)
co s4 0
co s6 e
(3)(5) (5)(7)
2 (1
fle) =
2
...
20 ( 1
f(e)%3D
cos ecos2 0 co s3 0
(3)
(3)(5) (5)(7)
:)
24
f(e) =
c o s2 0 cos4 0 co s6 0
(3)(5)
e + ...)
(5)(7)
(3)
co s2 0 co s4 0_co s6 0
(3)
2 ( 1
(3)(5) (5)(7)
...
1/2
-/2
Transcribed Image Text:Determine the Fourier series for the periodic function f( 0 ) of period 2 n fle) =, -T< 0<0 sine 0<0<T 20 ( 1 cos e cos2 e co s30 f(e) = (3) (3)(5) (5) (7) 24 ( 1 f(e) = cos e (3) c s2 0 cos3 0 (3)(5) (5)(7) 2 ... co s2 0 (3) co s4 0 co s6 e (3)(5) (5)(7) 2 (1 fle) = 2 ... 20 ( 1 f(e)%3D cos ecos2 0 co s3 0 (3) (3)(5) (5)(7) :) 24 f(e) = c o s2 0 cos4 0 co s6 0 (3)(5) e + ...) (5)(7) (3) co s2 0 co s4 0_co s6 0 (3) 2 ( 1 (3)(5) (5)(7) ... 1/2 -/2
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ISBN:
9781133382119
Author:
Swokowski
Publisher:
Cengage