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Let f satisfy f(t+T)=f(t) for all t>0 and for some fixed positive number T ; f is said to be periodic with period T on

Let

f

satisfy

f(t+T)=f(t)

for all

t>0

and for some fixed positive number

T

;

f

is said to be periodic with period

T

on

0

.\ Then, the Laplace transform of

f(t)

is given by\

L{f(t)}=(1)/(1-e^(-sT))\\\\int_0^T e^(-st)f(t)dt.

\ Use this fact to find the Laplace transform of the given function.\

f(t)={(1,0

\

L{f(t)}=
image text in transcribed
Let f satisfy f(t+T)=f(t) for all t>0 and for some fixed positive number T;f is said to be periodic with period T on 0t<. then the laplace transform of f is given by l use this fact to find function. let satisfy for all t>0 and for some fixed positive number T;f is said to be periodic with period T on 0t<. then the laplace transform of f is given by l use this fact to find function.>

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