Week 1: Lab Overview: Signal Processing with Lab - 11065 R1 = R2 = bo C1 C2 For a Butterworth response, the ratio of R4 R 3 may be set at 0.586. If R3 is selected to be 10 kQ, calculate the value for R4 and copy all calculation and values for R1, R2, R3, and R4 in the Week 1 Lab cover report. R1 = R2 =R3 =R4 = 3. Calculate the theoretical filter gains, and complete the calculated entries in Table 1 in the Lab cover report for verification. Note: The pass band ripple, Ap, for this type of Butterworth filter you may assume is approximately 3 dB. Ap(dB) Ho = G=1+ $4 =G(dB) = 20 log G =(2 = 10 10 - 1 =Mc = Ho VItez =Mc (dB) = 20 Roll-off rate: RR ~ -20N = (dB/decade) where N is the order of the filter. Where G(dB) : the filter DC gain Mc(dB) : the gain at WC (radians/sec) : the cut-off frequency Ap : the passband ripple (dB) Ho : the filter passband gain RR : the roll-off rate (dB/decade) evryu.instructure.com/courses/32095/pages/week-1-lab-overview?module_item_id=3977771