The I/O equation for a dynamic system is given as (3 ddot{x}+2 dot{x}+4 x=f(t)), where (f) and

Question:

The I/O equation for a dynamic system is given as \(3 \ddot{x}+2 \dot{x}+4 x=f(t)\), where \(f\) and \(x\) denote the input and output, respectively.

a. Find the system's transfer function.

b. Assuming \(f(t)\) is the unit impulse, find the expression for \(X(s)\) by using (a).

c. Find the steady-state value \(x_{s s}\) via the final-value theorem.

Fantastic news! We've Found the answer you've been seeking!

Step by Step Answer:

Related Book For  book-img-for-question
Question Posted: