1. The problem statement, all variables and given/known data Find the steady state expressions in terms of Acos(wt+theta) for nodes v1 and v2. 2. Relevant equations Ohm's law KCL Node Analysis 3. The attempt at a solution Convert to phasors and find impedances-> R1= 50 Ohms R2= 30 Ohms C1= -j2500=1/j*4e-4 Ohms C2= -j2000=1/j5e-4 Ohms L1= j5 Ohms L2= j10 Ohms I'm not getting an acceptable answer when I use Wolfram to solve the systems produced. I believe the error is that I need to combine the impedances of the capacitor and the inductor coming off of node 2, but I'm not sure since there is another node there. It's quite possible there are multiple errors on my part.