Question

a) apply the initial and final value theorems in the above expression and determine the values of the voltage uo (t) in the time domain for t

Answer 1

By applying initial value theorem we can determine the values of the voltage as follows:

Procedure:-

1) Find the transfer function X(s)

2) Multiply X(s) by s

3) Take the limit of sX(s) as S goes to zero

4) Result is value of x(t) when t = infinity

$\lim_{t \to \infty} x(t) = \lim_{s \to \o} sX(s)$

By applying final value theorem we can determine the values of the voltage as follows:

Procedure:-

1) Find the transfer function X(s)

2) Multiply X(s) by s

#) Take the limit of sX(s) as S goes to infinity

4) Result is value of x(t) when t = 0

$\lim_{t \to \o} x(t) = \lim_{s \to \infty} sX(s)$

Given question is incomplete.

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