Question: Question 3 A dynamic system is represented by the following equation: 4x(t) +8x(t) + 16 x(t) = sin(5) The natural frequency is 16 rad/s

Question 3 A dynamic system is represented by the following equation: 4x(t) +8x(t) + 16 x(t) = sin(5) The natural frequency is 16 rad/s 4 rad/s 1 rad/s 2 rad/s 1 pts Question 6 The free

Question 3 A dynamic system is represented by the following equation: 4x(t) +8x(t) + 16 x(t) = sin(5) The natural frequency is 16 rad/s 4 rad/s 1 rad/s 2 rad/s 1 pts Question 6 The free response of a second-order system is represented in the following figure X1 X2 0 2 4 6 8 10 time(s) According to this figure, we can say that the system is underdamped < 1 1 pts Question 8 Calculate the steady-state response associated with the following dynamic equation: x(t)+4x(t) = 8. 8 0 2 cos(2t) 1 pts

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