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prove final value theorem
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to prove final value theorem first i'm assuming the function f(t) is laplace transformable and f'(t) is also laplace transformable and also \[sF(s)\] has no poles in (jw) axis
|dw:1403104510594:dw|
I see, in other word it is stable
yes stable :) now from differentiation rule-- \[\huge \int\limits_{0^-}^{\infty}f'(t)e^{-st}=sF(s)-f(o-)\] ok?
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now we have to take limit as \[s \rightarrow0\]
|dw:1403104841256:dw|
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