Electric Circuits

Power = $\frac{VQ}{t}$

Power = $\frac{V}{Qt}$

Power = $V + \frac{Q}{t}$

Power = $VQt$

It remains constant.

It is halved.

It is doubled.

It is quadrupled.

It quadruples the time.

It doubles the time.

It has no effect on time.

It halves the time.

An optimal ratio between $L/C$ under conditions far from resonance promoting better energy storage cycling efficiency.

The absolute values of resistance regardless of whether resonance condition is met which maximizes dissipation through Joule heating.

The presence of minimal parasitic capacitances profoundly altering anticipated resonant conditions despite having nominal impacts typically.

The precise matching of source frequency with the natural resonant frequency of RLC combination leading to purely resistive total impedance.

More than watts

Exactly watts

Less than watts

Half watts

The power consumed is greater than at resonance and cannot be determined without additional information about the relationship between frequency and the resonant condition.

The power decreases as the frequency increases beyond the resonant frequency.

The power is a sum of the powers in the three parallel components regardless of frequency changes.

The power consumed at any given frequency is equal to the power consumed at resonance.

4P

2P

P

P/2

The self-inductance of the secondary coil only.

Capacitive reactance due to any incidental capacitance between windings.

Mutual inductance and transformer equations.

Resistive heating due to $I^2R$ losses in the secondary circuit.

1700 W

850 W

425 W

3400 W

Though uniformly charged, varying thicknesses across extended areas force more complex equations apply order accurately deduce resulting electromagnetic properties.

Infinite plane’s continuous spread mandates E-fields calculated every single region differently without any specific pattern emerging despite equal distribution.

Gauss' Law indicates that electrical flux through closed surface solely relies upon enclosed charge leading here, where charge density $\sigma$’s constant, direct proportion relationship between E-field at surface.

Uniform distribution across infinite plane results us needing evaluate potential contributions each area fragment thus complicating total summation process required for E-field strength estimation.