2. Relevant equations
Z_L = jωL
Z_C = 1/(jωC) = -j/(ωC)
3. The attempt at a solution
This is my attempt for the series combination:
Z = jωL + 1/(jωC)
Z = j0.02ω – j20000/ω
Is there a way to simplify this further? What would a graph look like, if the function has imaginary parts?
And also, to find the frequency for an equivalent open circuit, I would have to set the impedance to zero right? What would it be for a short circuit?
^EDIT: Actually I just realized that I would set Z equal to zero for a short circuit, not an open circuit.
For an open circuit, the impedance should be infinite, but how would I find the angular frequency?
∞ = j0.02ω – j20000/ω does not seem like a solvable equation.