2.2.1 Verifying Sampling Theorem 1. Plot r(t) = cos (2n fet) using fc = D.D2D3D,D;D Hz, where these values are ex- tract

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2.2.1 Verifying Sampling Theorem 1. Plot r(t) = cos (2n fet) using fc = D.D2D3D,D;D Hz, where these values are ex- tract

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2 2 1 Verifying Sampling Theorem 1 Plot R T Cos 2n Fet Using Fc D D2d3d D D Hz Where These Values Are Ex Tract 1
2 2 1 Verifying Sampling Theorem 1 Plot R T Cos 2n Fet Using Fc D D2d3d D D Hz Where These Values Are Ex Tract 1 (58.83 KiB) Viewed 74 times
2.2.1 Verifying Sampling Theorem 1. Plot r(t) = cos (2n fet) using fc = D.D2D3D,D;D Hz, where these values are ex- tracted from your KFUPM ID. That is, 20D, D2D3D,D;D60. For example, if your KFUPM ID is 201512340, then fe = 151234 Hz. Set the sampling rate to be 1.5x Nyquist rate. Show at least 5 periods of r(t) 2. Plot the two-sided magnitude spectrum of x(t). 3. Now, sample r(t) at half of the Nyquist rate and repeat steps 1 and 2. 4. Now, sample at 10xNyquist rate and repeat steps 1 and 2. 5. In your plots, make sure you label axes properly.
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