Two metallic charged spheres whose radii are $20\,cm$ and $10\,cm$ respectively, have each $150\,micro - coulomb$ positive charge. The common potential after they are connected by a conducting wire is
$9 \times {10^6}\;volts$
$4.5 \times {10^6}\;volts$
$1.8 \times {10^7}\;volts$
$13.5 \times {10^6}\;volts$
Capacitance (in $F$) of a spherical conductor with radius $1\, m$ is
If $n$ drops, each of capacitance $C$, coalesce to form a single big drop, then the ratio of the energy stored in the big drop to that in each small drop will be
The magnitude of electric field $E$ in the annular region of a charged cylindrical capacitor
The radius of a metallic sphere if its capacitance is $1/9\,F$, is
When we touch the terminals of a high voltage capacitor, even after a high voltage has been cut off, then the capacitor has a tendency to