You have a parallel plate capacitor with charge q on its plates. A battery, connected to the capacitor, keeps constant the potential difference across the plates. You decide to pull apart the two plates to twice their original distance. Determine the new amount of charge on the plates.
| A, |
2q |
|
| B, |
q/2 |
|
| C, |
4q |
|
| D, |
q |
As we know that Q= CV
C = epsilon A/ d
if V= constant then
q = V (epsilon A/ d)
in second case distance between plate = 2d
so C' = epsilon A/ 2d
so new charge = Q = V (epsilon A/ 2d)
Q= q/2
answer B
You have a parallel plate capacitor with charge q on its plates. A battery, connected to...
An isolated parallel-plate capacitor (not connected to a battery) has a charge of Q= 3.9*10^-5C. The separation between the plates initially is d= 1.2 mm, and for this separation the capacitance is 3.1*10^-11F. Calculate the work that must be done to pull the plates apart until their seperation becomes 7.7 mm, if the charge on the plates remains constant. The capacitor plates are in a vacuum.
An isolated parallel-plate capacitor (not connected to a battery) has a charge of Q = 1.2×10−5 .The separation between the plates initially is d = 1.2 mm, and for this separation the capacitance is 3.1×10−11F. Calculate the work that must be done to pull the plates apart until their separation becomes 6.9 mm, if the charge on the plates remains constant. The capacitor plates are in a vacuum.
A parallel-plate capacitor has plates of area 400 cm2 and is connected across the terminals of a battery. After some time has passed, the capacitor is disconnected from the battery. When the plates are then moved 0.40 cm farther apart, the charge on each plate remains constant but the potential difference between the plates increases by 100 V. (a) What is the magnitude of the charge on each plate? (5) Determine the change in stored energy in the capacitor due...
6. A parallel-plate capacitor has plates of area 500 cm2 and is connected across the terminals of a battery. After some time has passed, the capacitor is disconnected from the battery. When the plates are then moved 0.50 cm farther apart, the charge on each plate remains constant but the potential difference between the plates increases by 100 V. (a) What is the magnitude of the charge on each plate? (b) Determine the change in stored energy in the capacitor...
An isolated parallel-plate capacitor (not connected to a battery) has a charge of Q = 1.7×10−5C. The separation between the plates initially is d = 1.2 mm, and for this separation the capacitance is 3.1×10−11F. Calculate the work that must be done to pull the plates apart until their separation becomes 2.6 mm, if the charge on the plates remains constant. The capacitor plates are in a vacuum. Express your answer using two significant figures. (unit in J)
You have a parallel-plate capacitor connected to a 12V battery. You charge it up such that it holds a certain amount of potential energy. You then replace the 12V battery with a 24V battery. What is one change you could make such that it will store the same amount of potential energy that the 12V battery did? a. increase the separation between the plates by a factor of 2 b. increase the separation between the plates by a factor of...
A parallel-plate capacitor
with plate area 4.60 cm2 and air-gap separation 0.78 mm is
connected to a 12.00 V battery, and fully charged. The battery is
then disconnected. (a) What is the charge on the capacitor? (b) The
plates are now pulled to a separation of 0.98 mm. What is the
charge on the capacitor now? (c) What is the potential difference
across the plates now? (d) How much work was required to pull the
plates to their new separation?...
A battery is used to charge a parallel-plate capacitor so that the magnitude of the potential difference between its plates is 16.0 V. The capacitor is disconnected from the battery (so the amount of charge on each plate cannot change), and a material with a dielectric constant of 3.49 is inserted between the plates. Find the new potential difference between the plates.
explain why please
A parallel-plate capacitor is made of two conducting plates of area A separated by a distance d. The capacitor carries a charge Q and is initially connected to a battery that maintains a constant potential difference between the plates. The battery is then disconnected from the plates and the separation between the plates is doubled. ) Which of the following remains constant? Voltage across the capacitor Capacitance of the capacitor Charge on the capacitor Submit (Survey Question)...
i need help with this page???
1. (8 points total) A parallel plate capacitor whose plates have area A and plate separation d is connected to a battery. While the capacitor remiains connected to the battery, describe quantitatively what will happen to the charge on the capacitor if each if the following actions occur. That is, explain numerically how the magnitude of the charge on the capacitor in each circumstance compares to the original a. (3 pts) The distance between...