Find the Fourier series for the function, f(t) = {-1 for – 1

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answerhappygod
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Find the Fourier series for the function, f(t) = {-1 for – 1

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Find The Fourier Series For The Function F T 1 For 1 T 1 2 0 For 1 2 T 1 2 1 For 1 2 T T F T 2 Tt 1
Find The Fourier Series For The Function F T 1 For 1 T 1 2 0 For 1 2 T 1 2 1 For 1 2 T T F T 2 Tt 1 (10.92 KiB) Viewed 32 times
Find the Fourier series for the function, f(t) = {-1 for – 1<t<- 1/2; 0 for – 1/2<t< 1/2; 1 for 1/2<t< T} f(t) = (2/TT)(sint + sin2t + (1/3)sin3t +...) f(t) = (2/TT)(sint - sin2t+ (1/3)sin3t +...) f(t) = (1/TT)(sint - (1/2)sin2t + (1/3)sin3t +...) Of(t) = (1/1)(1 + sint - sin2t +(1/3)sin3t +...)
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