the impedance is an maximum

the impedance is zero

the reactance is maximum

the current is maximum

inductance and capacitance

inductance resistance and capacitance

resistance and capacitance

inductance and resistance

a measure of how much a capacitor or an inductor, increases a changing current

a measure of how much a capacitor or an inductor, restricts a current

a measure of how much a capacitor or an inductor, converts a changing current to heat

a measure of how much a capacitor or an inductor, restricts a changing current

1/wL

L/w

wL

w/L

wC

w/C

C/w

1/wC

Farad

Ohm

Henry

Ohm Farad

resistance

the sum of resistance and total reactance

the vector sum of resistance and total reactance

the sum of capacitative and inductive reactance

reactance depends on frequency but impedance does not

reactance involves resistance as well, but impedance does not

impedance is the vector sum of resistance and reactance

there is no difference

X, Z, R

X, Y, R

Z, X, R

Z, R, X

inductor voltage is ahead of capacitor voltage which is ahead of resistor voltage

capacitor voltage is ahead of resistor voltage which is ahead of inductor voltage

capacitor voltage is ahead of inductor voltage which is ahead of resistor voltage

inductor voltage is ahead of resistor voltage which is ahead of capacitor voltage

inductor reactance is ahead of resistance which is ahead of capacitive reactance

capacitive reactance is ahead of inductive reactance which is ahead of resistance

inductive reactance is ahead of capacitative reactance which is ahead of resistance

capacitor reactance is ahead of resistance which is ahead of inductor reactance

$\sqrt{\left(R^2\ -\ \left(wL\ -\ \frac{1}{wC}\right)^2\right)}$

$\sqrt{\left(R^2\ +\ \left(wL\ +\ \frac{1}{wC}\right)^2\right)}$

$\sqrt{\left(R^2\ -\ \left(wL\ +\ \frac{1}{wC}\right)^2\right)}$

 $\sqrt{LC}$  

 $\frac{1}{\sqrt{LC}}$  

 $\frac{2\pi}{\sqrt{LC}}$  

 $\frac{1}{2\pi\sqrt{LC}}$  

in phase with V_R

in phase with Vs

in phase with V_L

in phase with Vc

lags the supply voltage

leads the supply voltage

is in phase with the supply voltage

leads the resistor voltage

the inductance is decreased

capacitance decreased

capacitance is increased

the frequency is decreased

the overlapping area of the plates increases

the distance between the plates increases

the overlapping area of the plates decreases

the dielectric between the plates decreases