A 2 micro-farad capacitor, without a dielectric, is connected to a 19 volt battery. While still connected to the battery, the plates are brought a factor of 3 times closer together. What is the capacitance of the capacitor, in micro-farads, in the final position?
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A 2 micro-farad capacitor, without a dielectric, is connected to a 19 volt battery. While still...
2) A 9 volt battery is connected to a parallel plate capacitor with an initial capacitance of 10 micro-farads without a dielectric. While still connected to the battery, the sheets are moved a factor of 6 times further apart and a dielectric with a dielectric constant of 1.4 is inserted between the sheets. Then, the battery is disconnected, and after the battery is disconnected, the dielectric is removed and the sheets are brought a factor of 2 times closer together....
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A capacitor has a capacitance of 49 micro-farads without a dielectric while connected to a 20 volt battery. Then the distance between the plates is decreased by a factor of 5 and a dielectric with a dielectric constant of 2.29 is inserted between the plates of the capacitor while still connected to the same battery. What is voltage, in volts, across the capacitor after the dielectric and the distance between the plates have been changed?
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Question 10 10.5 pts A capacitor of 8 micro-farads is connected to a 20 volt battery. The distance between the plates of the capacitor is increased by a factor of 3.0 while the capacitor is still connected to the battery. The battery is then disconnected from the plates, and then the plates are moved closer by a factor of 4.7. In their final configuration, what is the charge on each sheet in micro-coulombs?
A capacitor is connected to a 7 volt battery which is initially does not have a dielectric. The battery is disconnected, the plates are moved further apart by a factor of 3, and a dielectric of 1.9 is inserted between its plates. The stored energy in this configuration is 400 micro-joules. What was the original value of the capacitance (of the capacitor) in micro-farads? That is, the capacitance when connected to the battery without a dielectric.
A capacitor is connected to a 6 volt battery which is initially does not have a dielectric. The battery is disconnected, the plates are moved further apart by a factor of 6, and a dielectric of 2.08 is inserted between its plates. The stored energy in this configuration is 455 micro-joules. What was the original value of the capacitance (of the capacitor) in micro-farads? That is, the capacitance when connected to the battery without a dielectric.