CONFIDENTIAL BFC 2510 01 (a) By applying the integral definition, find the Laplace transforms for each of the following: (1) f(t)-12. (b) Determine the Inverse Laplace transforms using a partial fraction of function below: (s+2) F(s) = (²+68+8) (c) Determine the value of b if the function is continuous at every x. 1(x) = (bx² x<-2 x2-2

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CONFIDENTIAL
BFC 25103
QI (a) By applying the integral definition, find the Laplace transforms for each of the
following:
(1) f(t)=12.
(ii) f(t)=e*
(b) Determine the Inverse Laplace transforms using a partial fraction of function
below:
(s+2)
F(s) = (²+68+8)
(c) Determine the value of b if the function is continuous at every x.
f(x) = Ubx",
x<-2
x2-2
Transcribed Image Text:CONFIDENTIAL BFC 25103 QI (a) By applying the integral definition, find the Laplace transforms for each of the following: (1) f(t)=12. (ii) f(t)=e* (b) Determine the Inverse Laplace transforms using a partial fraction of function below: (s+2) F(s) = (²+68+8) (c) Determine the value of b if the function is continuous at every x. f(x) = Ubx", x<-2 x2-2
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