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    Linear Algebra with Applications
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    Exam 10: Inner Product Spaces
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    If F Is an Odd Function on
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If F Is an Odd Function on

Question 34

Question 34

True/False

If f is an odd function on
If f is an odd function on      , then in the Fourier approximation of f, we have     for every k.
, then in the Fourier approximation of f, we have
If f is an odd function on      , then in the Fourier approximation of f, we have     for every k. for every k.

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