(New page: == A Periodic DT Signal == <math>\hat{\delta}(n)={1 \over 2\pi}\text{ for every }n.\,</math>)
 
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== A Periodic DT Signal ==
 
== A Periodic DT Signal ==
  
<math>\hat{\delta}(n)={1 \over 2\pi}\text{ for every }n.\,</math>
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<math>\hat{\delta}(n)={1 \over 2\pi}</math>
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<br><br>
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<math> x[n] = 1 + sin({2\pi \over N})n + 5cos({2\pi \over N})n + 7sin({4\pi \over N}n - {\pi \over 2})

Revision as of 13:45, 26 September 2008

A Periodic DT Signal

$ \hat{\delta}(n)={1 \over 2\pi} $



$ x[n] = 1 + sin({2\pi \over N})n + 5cos({2\pi \over N})n + 7sin({4\pi \over N}n - {\pi \over 2}) $

Alumni Liaison

Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

Dr. Paul Garrett