Explain : voltages across L and C in series are `180^(@)` out of phase, while for L and C in parallel, current in L and C are `180^(@)` out of phase.

In series LC circuit, the voltage acros L and C are 180^(@) out of phase. Is it correct ? Explain.

Phase difference between voltages across L and C in series is

When L and C are in series, voltage across them is in phase (True/false). The current in them is in phase (true/false).

When L and C are in series, voltage across them is in phase (True/false). The current in them is in phase (true/false).

Find the phase difference between voltage and current in L-C circuit.

For a series R-L-C circuit :- (a) Voltage across L and C are differ by pi (b) Current through L and R are in same phase (c) Voltage across R and L differ by pi//2 (d) Voltage across L and current through C are differ by pi//2

For one series LCR A.C. circuit, voltages across L, C and R are each 10 V. Now, if only resistance is made half, new voltages across L, C and R will be .....,.... and ... respectively.