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Compute the Fourier Transform of the following function:
f(x) = exp( - x2 /(2σ2 )) cos (2πx/k)
where σ and k are constants.
What is the minimum sampling rate required for alias-free reconstruction, if any?
When I read the details of how a transformer works and apply those rules to a transformer where the primary core cross-sectional area is twice that of the secondary, I come up with
circuit diagram of 2 bit magnitude comparator
State whether Lamis theorem is applicable for more than three coplanar concurrent forces?
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