A function f(t) = fr(t) + jf1(t) is periodic with period two, and its real and imaginary parts on the interval [0, 2] ar

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answerhappygod
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A function f(t) = fr(t) + jf1(t) is periodic with period two, and its real and imaginary parts on the interval [0, 2] ar

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A Function F T Fr T Jf1 T Is Periodic With Period Two And Its Real And Imaginary Parts On The Interval 0 2 Ar 1
A Function F T Fr T Jf1 T Is Periodic With Period Two And Its Real And Imaginary Parts On The Interval 0 2 Ar 1 (40.6 KiB) Viewed 32 times
A function f(t) = fr(t) + jf1(t) is periodic with period two, and its real and imaginary parts on the interval [0, 2] are plotted below in red. If the Fourier series of f(t) is Σ Fent, then what n=-∞ is Σ \Fn|20 n= ∞ -1 -1 1 1 -1 fr(t) 0 fi(t) 0 1 1 2 3 3
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