Q1. Calculate system characteristics of the following first-order systems by hand (you may use MATLAB to help with the calculations). Compare the results with the output of MATLAB "stepinfo" command.\

G_(1)(s)=(100)/(s+100)\ G_(2)(s)=(10)/(s+100)\ G_(3)(s)=(1)/(s+100)\ G_(4)(s)=(1)/(0.1s+1)

\ Observe and compare the characteristics of each transfer function. Describe your findings.\ Q2. Calculate system characteristics of the following second-order systems by hand (you may use MATLAB to help the calculations). Compare the results with the output of MATLAB "stepinfo" command.\

G_(1)(s)=(100)/(s^(2)+100)\ G_(2)=(100)/(s^(2)+10s+100)\ G_(3)=(100)/(s^(2)+20s+100)\ G_(4)=(100)/(s^(2)+30s+100)

\ Observe and compare the characteristics of each transfer function. Describe your findings.\ Q3. Does the system

G(s)=(1)/(s-5)

have a settling time? Why?\ Q4. The following systems have the same natural frequency. Which one of them has the smallest damping ratio? Which one of them has the largest damping ratio?

Q1. Calculate system characteristics of the following first-order systems by hand (you may use MATLAB to help with the calculations). Compare the results with the output of MATLAB "stepinfo" command. G1(s)=s+100100G2(s)=s+10010G3(s)=s+1001G4(s)=0.1s+11 Observe and compare the characteristics of each transfer function. Describe your findings. Q2. Calculate system characteristics of the following second-order systems by hand (you may use MATLAB to help the calculations). Compare the results with the output of MATLAB "stepinfo" command. G1(s)=s2+100100G2=s2+10s+100100G3=s2+20s+100100G4=s2+30s+100100 Observe and compare the characteristics of each transfer function. Describe your findings. Q3. Does the system G(s)=s51 have a settling time? Why? Q4. The following systems have the same natural frequency. Which one of them has the smallest damping ratio? Which one of them has the largest damping ratio