5. Exporting your filter designs in 4(a) and 4(b) to SIMULINK In SIMULINK, create two discrete-time signals x1n],x2...
5. Exporting your filter designs in 4(a) and 4(b) to SIMULINK In SIMULINK, create two discrete-time signals x1n],x2In] supposition with a band limited white noise as follow T, = 0.000021 sec noise power: 0.0000021 x1 [n] = sin(2rhn%) + noise, X2[n] = sin(2thn7,) + noise, f, = 3kHz f, = 12kHz Submit the circuit diagrams that show the connections of the discretised signal source, band limited white noise source, digital filters, and the scope capturing the input and output signals Plot the input and output signals in the time-domain before and after the filters, for all 4 cases (2 signals x 2 filters). From the filter design frequency response, estimate the attenuation expect at 3kHz and 12kHz Comment on the waveforms
5. Exporting your filter designs in 4(a) and 4(b) to SIMULINK In SIMULINK, create two discrete-time signals x1n],x2In] supposition with a band limited white noise as follow T, = 0.000021 sec noise power: 0.0000021 x1 [n] = sin(2rhn%) + noise, X2[n] = sin(2thn7,) + noise, f, = 3kHz f, = 12kHz Submit the circuit diagrams that show the connections of the discretised signal source, band limited white noise source, digital filters, and the scope capturing the input and output signals Plot the input and output signals in the time-domain before and after the filters, for all 4 cases (2 signals x 2 filters). From the filter design frequency response, estimate the attenuation expect at 3kHz and 12kHz Comment on the waveforms