In this question, you will be designing a bandpass filter (probably unrealistic but it's what I came up with). A bandpass filter is a system which only allows a certain band of frequencies from a signal to pass. Last question you converted a transfer function in tf form to one in zpk form. Now we will do the opposite. Compute numerator and denominator vectors for a transfer function with k = 0.01 and these zeros and poles: zeros : -1, 1 poles : 0.9e1, 0.9e-j], 0.95ej 17, 0.95e-j 12, 0.95372, 0.95e-j 17 Create a pole-zero plot. Now compute the frequency response of this filter using freqz. Use n = 1024 points and return an H frequency response vector and a w frequency vector. DO NOT use the option to plot the frequency response. You will be manually creating the plots. In this question, you will be designing a bandpass filter (probably unrealistic but it's what I came up with). A bandpass filter is a system which only allows a certain band of frequencies from a signal to pass. Last question you converted a transfer function in tf form to one in zpk form. Now we will do the opposite. Compute numerator and denominator vectors for a transfer function with k = 0.01 and these zeros and poles: zeros : -1, 1 poles : 0.9e1, 0.9e-j], 0.95ej 17, 0.95e-j 12, 0.95372, 0.95e-j 17 Create a pole-zero plot. Now compute the frequency response of this filter using freqz. Use n = 1024 points and return an H frequency response vector and a w frequency vector. DO NOT use the option to plot the frequency response. You will be manually creating the plots