Answer Happy

Please provide full matlab code with the output graph. don't
write by hand. run the code on matlab
df (t) dt Write a MATLAB code that will solve and plot the differential equation: + df (t) dt 2f(t) + 5 f f (t)dt + 6 = 10. The initial conditions are: f(t = 0) = 6 and · at t = O equals 10, the steady state value is 10 i.e. f(t → ∞) = 10. Use the MATLAB roots function to obtain the roots of the solution to the differential equation and plot the response of the system as a function of time.