(New page: ==Periodic CT Signal== The first signal that comes to mind when i think of a periodic CT signal is one involving sines and cosines, so let's work with one of those. Let <math>x(t) = sin(...)
 
(Periodic CT Signal)
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This can also be expressed as
 
This can also be expressed as
  
<math>x(t) = e^{14jt}/(2j)-e^{-14jt}/(2j) + (1+3j)*e^{2jt}/2 + (1+3j)e^{-2jt}/2</math>
+
<math>x(t) = \frac{e^{14jt}}{2j}-\frac{e^{-14jt}}{2j} + \frac{(1+3j)*e^{2jt}}{2} + \frac{(1+3j)e^{-2jt}}{2}</math>

Revision as of 15:00, 25 September 2008

Periodic CT Signal

The first signal that comes to mind when i think of a periodic CT signal is one involving sines and cosines, so let's work with one of those.

Let $ x(t) = sin(14t)+(1+3j)cos(2t) $

This can also be expressed as

$ x(t) = \frac{e^{14jt}}{2j}-\frac{e^{-14jt}}{2j} + \frac{(1+3j)*e^{2jt}}{2} + \frac{(1+3j)e^{-2jt}}{2} $

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Ryne Rayburn