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Hip2dagame
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Homework Statement
Let's say I've got simple y''(t) + 2y' + 1 = x(t), with maybe y(0) = 3 and y'(0)=1. the input x(t) is 12cos(20t). Using a laplace transform, determine zero state response of the output y(t).
I know eventually I end up with the Y(s) and X(s) form, and then I have to use the partial fractions crap using A, B, C etc to get y(t). Butt my real question is, since the input is sinusoidal, am I going to get an angular response for this too instead of just the magnitude?
Homework Equations
I know the transformation (using a Laplace Table) for this x(t) to X(s) is 12s/(s^2 + 400), but do I have to use the transfer function to find an angular response too?
The Attempt at a Solution
N/A