Consider a real signal x[n] with Fourier transform X(Ω). Show that x[n] can be written as (in the image) by finding B(Ω) and C(Ω) in terms of X(Ω.) Consider a real signal x [n] with Fourier transform...

Consider a real signal x[n] with Fourier transform X(Ω). Show that x[n] can be written as (in the image)

by finding B(Ω) and C(Ω) in terms of X(Ω.)

Consider a real signal x [n] with Fourier transform X (2). Show that x[n] can be written as<br>x[n] = | {B(N)cos N + C (N) sin N} dn<br>by finding B(N) and C(N) in terms of X(N).<br>

Extracted text: Consider a real signal x [n] with Fourier transform X (2). Show that x[n] can be written as x[n] = | {B(N)cos N + C (N) sin N} dn by finding B(N) and C(N) in terms of X(N).

Jun 11, 2022

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Consider a real signal x[n] with Fourier transform X(Ω). Show that x[n] can be written as (in the image) by finding B(Ω) and C(Ω) in terms of X(Ω.) Consider a real signal x [n] with Fourier transform...

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