- #1
person_random_normal
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I found this video on youtube which is trying to explain Fourier transform using the center of mass concept
At 15:20 the expression of the x coordinate is given in the video. I believe it is wrong, and it should be:
##\frac{{\int g(t)e^{(-2 \pi ift)}.g(t).2 \pi f.dt}} { \int g(t).2 \pi f.dt}##
Because the wire is assumed to have- uniform mass distribution
Can someone please check?
At 15:20 the expression of the x coordinate is given in the video. I believe it is wrong, and it should be:
##\frac{{\int g(t)e^{(-2 \pi ift)}.g(t).2 \pi f.dt}} { \int g(t).2 \pi f.dt}##
Because the wire is assumed to have- uniform mass distribution
Can someone please check?
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