For questions 1 to 6 below, express your results as functions of the variables listed below. Midband gain Gm: Gm High frequency gain Goo: Ginf Corner frequency wo): wo Corner frequency w: W1 Corner frequency W2: W2 Corner frequency W3: w3 Q-factor Q1: Q1 Angular frequency w: w Laplace transform variables: s Assume that all poles and zeroes lie in the left half of the complex plane. Transfer functions should be entered as functions of s and corner frequencies / gains as appropriate. Questions 1 and 2 refer to the magnitude Bode plot illustrated below, corresponding to a transfer function G(s). Gm 01 -20 dB/decade +20 dB/decade Question 1: Enter an expression for G(s) in the field below. 2. Enter an expression for the high-frequency magnitude asymptote (for ww) in the field below. 3. Questions 3 and 4 refer to the magnitude Bode plot illustrated below, corresponding to a transfer function G(s). -20 dB/decade Question 3: Enter an expression for G(s) in the field below. Gm W3 W2 -20 dB/decade' 4. Enter an expression for the dc magnitude asymptote (for ww) in the field below. 5. Questions 5 and 6 refer to the magnitude Bode plot illustrated below, corresponding to a transfer function G(s). -20 dB/decade 01 +20 dB/decade Enter an expression for G(s) in the field below. GR 6. Enter an expression for the low-frequency magnitude asymptote (for ww) in the field below.