A 1000Omega resistance and a capacitor of 100Omega resistance are connected in series a 220 V source- when the capacitor is 50- charged- the value of the displacement current is-11-sqrt-2-A11A4-4A2-2 A

Question

A 1000Omega  resistance and a capacitor of 100Omega  resistance are connected in series a 220 V source- when the capacitor is 50- charged- the value of the displacement current is-11-sqrt-2-A11A4-4A2-2 A

Toppr Admin · Accepted Answer

Displacement current -ID-CdVdT-C-x3C9-Vo-VoXc-220V100-x3A9-2-2AAs we are asked amplitude of displacement current-xA0-So- we don-apos-t have to worry about charge on capacitor-

A $1000 Ω$ resistance and a capacitor of $100 Ω$ resistance are connected in series a $220 V$ source. when the capacitor is 50% charged, the value of the displacement current is.
$11. \sqrt{2} A$
$11 A$
$4.4 A$
$2.2 A$

Displacement current $= I_{D} = C \frac{d V}{d T} = C ω V_{o} = \frac{V_{o}}{X_{c}} = \frac{220 V}{100 Ω} = 2.2 A$
As we are asked amplitude of displacement current. So, we don't have to worry about charge on capacitor.

A 1000Ω resistance and a capacitor of 100Ω resistance are connected in series a 220V source. when the capacitor is 50% charged, the value of the displacement current is.11.√2A11A4.4A2.2A

Displacement current =ID=CdVdT=CωVo=VoXc=220V100Ω=2.2AAs we are asked amplitude of displacement current. So, we don't have to worry about charge on capacitor.

A $1000 Ω$ resistance and a capacitor of $100 Ω$ resistance are connected in series a $220 V$ source. when the capacitor is 50% charged, the value of the displacement current is.
$11. \sqrt{2} A$
$11 A$
$4.4 A$
$2.2 A$

Displacement current $= I_{D} = C \frac{d V}{d T} = C ω V_{o} = \frac{V_{o}}{X_{c}} = \frac{220 V}{100 Ω} = 2.2 A$
As we are asked amplitude of displacement current. So, we don't have to worry about charge on capacitor.