Question #0ed52

1 Answer
Jan 6, 2017

The answer assumes that
for part (a) charge q on the capacitor is already maximum charge it can hold.
For part (b) potential difference V across its plates is already at its maximum rated voltage.

We know that Capacitance C is defined in terms of stored charge in a capacitor as

CQV
where Q= magnitude of charge stored on each plate of the capacitor, and V= voltage applied to the plates. Its SI units are Farad F

(a) When charge is doubled. Assuming that there is no change in the applied voltage, as shown from the equation above, capacitance is doubled; ×2.

(b) When the potential difference V across plates it is tripled. Assuming that there is no change in the stored charge, from the equation above, capacitance becomes one third; ×13.