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- 15:43, 26 September 2008 (diff | hist) . . (+199) . . N HW4.5 Christen Juzeszyn ECE301Fall2008mboutin (New page: == Guess the Periodic Signal == 1. x(t) is real 2. x(t) is odd 3. <math>a_0 = 87\!</math> 4.The fundamental frequency is 3. == Solution == <math>x(t)=87+sin\bigg(\frac{2\pi}{3}t\b...) (current)
- 14:55, 26 September 2008 (diff | hist) . . (+842) . . N HW4.4 Christen Juzeszyn ECE301Fall2008mboutin (New page: DT LTI System: <math>y[n]=\frac{4x[n+7]}{3}+3x[n-5]+6x[n]\!</math> == Part A == <math>h[n]=\frac{4\delta[n+7]}{3}+3\delta[n-5]+6\delta[n]\!</math> The following functions can be used to...) (current)
- 14:36, 26 September 2008 (diff | hist) . . (0) . . HW4.3 Christen Juzeszyn ECE301Fall2008mboutin (current)
- 14:35, 26 September 2008 (diff | hist) . . (-63) . . HW4.2 Christen Juzeszyn ECE301Fall2008mboutin (current)
- 12:10, 26 September 2008 (diff | hist) . . (+910) . . N HW4.3 Christen Juzeszyn ECE301Fall2008mboutin (New page: CT LTI system: <math>y(t)=6x(t)+4x(t-3)\!</math> == Part A == The unit impulse response of this system is: <math>h(t)=6\delta(t)\!+4\delta(t-3)</math> Taking the laplace transform of ...)
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