#1 Bode Plots of Frequency Response Functions (Chapter 6 - Course Textbook) 1. Use MATLAB to generate Bode Plots (Magnitude in dB and Phase in Degrees versus Frequency in Radians) of

the following problems: Problem 6.11 (a), (b) Problem 6.28 (a) - (i) through (xi), eleven (11) plots, total ➤ Present your results clearly, including the following: Frequency Response functions (advisable to us (s) instead of (jo) of each plot Figure numbers and Captions Conclusions Please Note: The maximum grade for this assignment is 5% of the course grade. ●/n6.11. For each second-order system whose frequency response is as follows, specify the straight-line approximation of the Bode magnitude plot: 250 jw+50 (a) (b) 0.027 (jw)²+50.5 jw+25 (jw)² +0.2jw+1/n6.28. (a) Sketch the Bode plots for the following frequency responses: (i) 1 + (jw/10) (ii) 1 (jw/10) 16 (jw+2)4 (iv) (vi) (v) (vii) (ix) (xi) (jw/10)-1 1+jw 1-(jw/10) (jw)²+(jw)+1 1 + jw + (jw)² (jw+10)(10jw+1) [(jw/100+1)][((jw}² + jw+1)] 1-(jo/10) 1+ jw 1+{jw/10) 1+ jw (viii) 10+5jw+10(jw)² 1+(jw/10) (x) 1-jw + (jw)²