The particle P shown in the figure has a mass of 10 mg and a charge of `-0.01 muC`. Each plate has a surface area `10^(-2) m^2` on one side. What potential difference V should be applied to the combination to hold the particle P in equilibrium?

The particle P shown has a mass of 10mg and a charge of -0.01mu C. Each plate has a surface area 100 cm2 one side .What potetial difference V should be applied to the combination to hold the particle p in equilibrium

The particle P shown in the figure has a mass m and a charge -q. Each horizontal plate has a surface area A potential difference V=n((mg epsilon_(0)A)/(2qc)) should be applied to the combination to hold the particle p in equilibrium then find the value of n.

The particle P shown in the figure has a mass m and a charge -q. Each horizontal plate has a surface area A potential difference V=n((mg epsilon_(0)A)/(2qc)) should be applied to the combination to hold the particle p in equilibrium then find the value of n.

Each of the batteries shown in figure has an emt equal to 10V .Find the magnetic field B at the point p .

One plate of a capacitor of capacitance 2muF has total charge +10muC and its other plate has total charge +40muC . The potential difference between the plates is (in Volt).

One plate of a capacitor of capacitance 2muF has total charge +10muC and its other plate has total charge +40mUC . The potential difference between the plates is (in Volt).

The plates of a parallel plate capacitor are 5mm apart and 2m^2 in area. The plates are in vacuum. A potential difference of 10000 V is applied across the capacitor. Compute The charge on each plate