b) Determine ex-dy sin (dx c). A 3D Fourier transform of f(r) is given as f(k) = 1 Determine f(r). Hints: Spherical coordinates might prove more convenient. The following integral is also likely to be (√2n)³ k² nh00 sinx needed: dx="

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b) Determine el-n)ydy sin dx
c). A 3D Fourier transform of f (7) is given as f(k) =;
+0o
(V2m)®g2 Determine f(F). Hints:
Spherical coordinates might prove more convenient. The following integral is also likely to be
1
r+0o sinx dx ="
needed:
2
Transcribed Image Text:b) Determine el-n)ydy sin dx c). A 3D Fourier transform of f (7) is given as f(k) =; +0o (V2m)®g2 Determine f(F). Hints: Spherical coordinates might prove more convenient. The following integral is also likely to be 1 r+0o sinx dx =" needed: 2
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