Find the unit-pulse response h[n] of the filter. Compute the output y[n\\ when the input is x[n]
= cos(pi n/5). Compute the output y[n\\ when the input is x[n] = -2 sin(pi n/16) - 2 cos(pi n/2) +
cos(7 pi/8). Compute the output y[n]when the input is x[n] = sinc(n/3).
Solution
1) unit step response = integration of impulse response
= jw= n
2) x[n] = cos(n*pi/5)
y[n] = n*cos(n*pi/5)
3) x[n] = sinc(n/3)
y[n] = n*sinc(n/3).
General Principles of Intellectual Property: Concepts of Intellectual Proper...
Find the unit-pulse response h[n] of the filter. Compute the output .pdf
1. Find the unit-pulse response h[n] of the filter. Compute the output y[n when the input is x[n]
= cos(pi n/5). Compute the output y[n when the input is x[n] = -2 sin(pi n/16) - 2 cos(pi n/2) +
cos(7 pi/8). Compute the output y[n]when the input is x[n] = sinc(n/3).
Solution
1) unit step response = integration of impulse response
= jw= n
2) x[n] = cos(n*pi/5)
y[n] = n*cos(n*pi/5)
3) x[n] = sinc(n/3)
y[n] = n*sinc(n/3)
![Find the unit-pulse response h[n] of the filter. Compute the output y[n when the input is x[n]
= cos(pi n/5). Compute the output y[n when the input is x[n] = -2 sin(pi n/16) - 2 cos(pi n/2) +
cos(7 pi/8). Compute the output y[n]when the input is x[n] = sinc(n/3).
Solution
1) unit step response = integration of impulse response
= jw= n
2) x[n] = cos(n*pi/5)
y[n] = n*cos(n*pi/5)
3) x[n] = sinc(n/3)
y[n] = n*sinc(n/3)](https://image.slidesharecdn.com/findtheunit-pulseresponsehnofthefilter-230325082356-c5eefeda/85/Find-the-unit-pulse-response-h-n-of-the-filter-Compute-the-output-pdf-1-320.jpg)
