A capacitor of capacitance C is charged by connecting it to a battery of emf epsilon. The capacitor is now disconnected and reconnected to the battery with the polarity reversed. Calculate the heat developed in the connecting wires.
Text Solution
Verified by Experts
From figure Net charge flow through battery = `=Q_("final")-Q_("initial")=epsilon C-(-epsilon C)=2 epsilon C` `:. ` work done by battery (W) `=QxxV=2 epsilon C xx epsilon =2 epsilon^(2)C` or Heat produced `= 2 epsilon^(2)C`
An uncharged capacitor having capacitance C is connected across a battery of voltage V . Now the capacitor is disconnected and then reconnected across the same battery but with reversed polarity. Then which of the statement is INCORRECT
A capacitor of capacitance C carrying charge Q is connected to a source of emf E . Finally, the charge on capacitor would be
Following operations can be performed on a capacitor: X - connect the capacitor to a battery of emf epsilon . Y - disconnect the battery. Z - reconnect the battery with polarity reversed. W - insert a dielectric slab in the capacitor.
An uncharged capacitor is connected to a battery. On charging the capacitor
On a parallel plate capacitor following operations can be performed . P - connect the capacitor to a battery of emf V Q - disconnect the battery R - reconnect the battery with polarity reversed S - insert a dielectric slab in the capacitor
A capacitor of capacitance C, which is initially uncharged , is connected with a battery of emf epsilon . Find the heat dissipated in the circuit during the process of charging .
If and uncharged capacitor is charged by connected it to a battery, then the amount of energy lost as heat is.
RESONANCE-CAPACITANCE-Miscellaneous Solved Example