A circuit has 2 parallel branches with a parallel ac voltage source. One branch consists of 1 R and 1 C and another branch has 1 R and 1 L. The component value are such that L = C(R^2).
The problem is how do i show that the impedance of the circuit is constant at all frequency and the supply current and voltage are in phase??
The problem is how do i show that the impedance of the circuit is constant at all frequency and the supply current and voltage are in phase??