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horisontal delta transform question

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yefj

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Hello,i have a delta pointed to the horisontal axes (x direction) instead of the y direction.
i know that fourier transform of normal delta is 1
I cant see the logic of why its fourier transform is delta( y)?

1618144073839.png
 
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its been a while, and i'm a little rusty

what comes before the equations and graph you posted?
what does the graph represent? (it does not look like a delta function)

the fourier transform of a delta function is 1.
the fourier transform of 1 is a delta function

best i see, is that since f(x,y) = delta(x),
then F(fx,fy) =F(f(x)) * F(f( y)) = F(delta(x)) * F(f( y)) = 1 * F(f( y))
only thing i see explaining anything, is that since f(x,y) is not y dependent, f( y) =1

apparently there is some sort of "BB" code that makes f parenthesis y close parenthesis into thumbs up emojii
 
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