Question 4: (Total 20 Marks) For the system represented by the following time-variant differential equation: d’x(t)dx(t)
Posted: Sat May 21, 2022 11:46 am
question clearly and perfectly with explanation.
I need solution within 48 hours from now.
I will sure like solution and will rate up the work. thanks
Question 4: (Total 20 Marks) For the system represented by the following time-variant differential equation: d’x(t)dx(t) dt? + 10 dt + 8 x(t) 5u(t) Using the following inputs: u(t) = unit step u(t) = e. = a. In both cases; draw the system response using Matlab. b. In both cases, find the system time response and check if the system converging to certain value? If yes, find this value. , c. In both cases, if the system is converged, find the time elapsed till convergence and comment on the result obtained. d. Is the system response depend on the type of input?
please solve each parts of this I need solution within 48 hours from now.
I will sure like solution and will rate up the work. thanks
Question 4: (Total 20 Marks) For the system represented by the following time-variant differential equation: d’x(t)dx(t) dt? + 10 dt + 8 x(t) 5u(t) Using the following inputs: u(t) = unit step u(t) = e. = a. In both cases; draw the system response using Matlab. b. In both cases, find the system time response and check if the system converging to certain value? If yes, find this value. , c. In both cases, if the system is converged, find the time elapsed till convergence and comment on the result obtained. d. Is the system response depend on the type of input?