Evaluate the following function (show steps). (ii) Draw the answer for Ax = 0.25 (K =...
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Evaluate the following function (show steps). (ii) Draw the answer for Ax = 0.25 (K = 1/Ax) and -10 < k < 10 if S(k) = exp(-k²/a²) and a = 0.5. (iii) Draw the answer for Ax = 0.25 (K = 1/Ax) and -10 < k < 10 if S(k) = 2ALsinc(2πKL) where A = 5 and L = 0.1. (iv) Please explain the aliasing phenomenon for the answer using your drawings with the two S(k) functions above. where -S. (k)II K k K 1, = {1/2 0 |S₂(k) = S(k)*| KΣ 8(k − IK) $(t)=s=\x264-κ), ¹(k)= K 1=-00 |k|<K/2 | k = K/2 |k|> k/2 Evaluate the following function (show steps). (ii) Draw the answer for Ax = 0.25 (K = 1/Ax) and -10 < k < 10 if S(k) = exp(-k²/a²) and a = 0.5. (iii) Draw the answer for Ax = 0.25 (K = 1/Ax) and -10 < k < 10 if S(k) = 2ALsinc(2πKL) where A = 5 and L = 0.1. (iv) Please explain the aliasing phenomenon for the answer using your drawings with the two S(k) functions above. where -S. (k)II K k K 1, = {1/2 0 |S₂(k) = S(k)*| KΣ 8(k − IK) $(t)=s=\x264-κ), ¹(k)= K 1=-00 |k|<K/2 | k = K/2 |k|> k/2
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Related Book For
Fundamentals Of Financial Management
ISBN: 9780273713630
13th Revised Edition
Authors: James Van Horne, John Wachowicz
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