Judith McQueen
2021-12-11
Elaine Verrett
Beginner2021-12-12Added 41 answers
A periodic function is represented as a discontinuous sum of complex exponentials in the Fourier series. However, the Fourier transform is then applied to a continuous superposition or integral of complex exponentials to describe a broad, nonperiodic function. The limits of integration shift from one period to the next because the Fourier transform may be seen as the limit of the Fourier series of a function as the period approaches infinity. .
Joseph Lewis
Beginner2021-12-13Added 43 answers
Periodic and non-periodic signals are converted from the time domain to the frequency domain using the Fourier transform. Given that Fourier series are a condensed version of time domain periodic functions, it can also convert Fourier series into the frequency domain.
Describe all solutions of Ax=0 in parametric vector form, where A is row equivalent to the given matrix
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Whether f is a function from Z to R if
a) .
b) .
c) .
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