find the Laplace transform of the following sin WT + Alpha
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that sin(wt + θ) = sin(wt) cos θ + cos(wt) sin θ.
Applying L term by term yields
cos θ * [w/(s^2 + w^2)] + sin θ * [s/(s^2 + w^20].
the Laplace transform for sin(at+b)sin(at+b) is given by :
Lt[sin(at+b)](s)=(acos(b)+ssin(b)) / (a2+s2)
I hope this helps!!
Applying L term by term yields
cos θ * [w/(s^2 + w^2)] + sin θ * [s/(s^2 + w^20].
the Laplace transform for sin(at+b)sin(at+b) is given by :
Lt[sin(at+b)](s)=(acos(b)+ssin(b)) / (a2+s2)
I hope this helps!!
arrey:
tq but it not helpful to me i need deep explanation
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