If f(t) = sin(at + b), its Laplace transform is given by?a) Indeterminateb) $\frac{(s)sin(b)+acos(b)}{s^2+a^2}$ c) \(\frac{s^2-a^2}{(s-

Question

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$\frac{s^2-a^2}{(s-a)^2}$

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Indeterminateb) \(\frac{(s)sin(b)+acos(

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, its Laplace transform is given by?a) Indeterminateb) $\frac{(s)sin(b)+acos(b)}{s^2+a^2}$

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$\frac{s^2-a^2}{(s-a)^2}$

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$\frac{2a^3}{(s^2+a^2)}$

1.	If f(t) = sin(at + b), its Laplace transform is given by?a) Indeterminateb) \(\frac{(s)sin(b)+acos(b)}{s^2+a^2}\) c) \(\frac{s^2-a^2}{(s-
A.	Indeterminateb) \(\frac{(s)sin(b)+acos(
B.	, its Laplace transform is given by?a) Indeterminateb) \(\frac{(s)sin(b)+acos(b)}{s^2+a^2}\)
C.	\(\frac{s^2-a^2}{(s-a)^2}\)
D.	\(\frac{2a^3}{(s^2+a^2)}\)
Answer» C. \(\frac{s^2-a^2}{(s-a)^2}\)

If f(t) = sin(at + b), its Laplace transform is given by?a) Indeterminateb) \(\frac{(s)sin(b)+acos(b)}{s^2+a^2}\) c) \(\frac{s^2-a^2}{(s-