See the attached document for the full problem set.
4.a) Using the Laplace transform technique, find the transient and steady state response of the system described by the differential equation
(d^2*y)/dt^2) + 3dy/dx + 2y = 1
with initial conditions
y(0^+) and dy | =1
dt | t = 0+
I've attached the correct solutions. As you can see, it's a lot of math. The basics involve ...
The expert examines the Laplace transform method and control systems.