a parallel plate capacitor has a capacity 80 x 10-6 when air is present between the plates. the volume between the plates is then completely filled with a dielectric slab of dielectric constant 20. the capacitor is now connected to a battery of 30 v by wires the dielectric slab is then removed. then the charge that passes now through the wire is

The charge that will pass through the wire will be approx. 0.003C.

Explanation:

Two equations are relevant to answer this question:

(1) The charge (Q) over a capacitance (C), given a voltage (U):

and

(2) the capacitance of a parallel-plate capacitor:

with being the dielectric constant, A the plate area and d their distance.

We are given the capacitance when air is present (80 micro-Farad, or uF). The dielectric constant for air/vacuum is 8.84 pico-Farad per meter. Then someone sneaky slides a slab of dielectric medium with dielectric constant of 20 pF/m and connects a source of 30V. By inserting the slab, they increased the capacitance by a factor of 20/8.84=2.26, making it 2.26*80=181uF. By connecting it to the source 30V, they charged our capacitor to a charge

but, the sneaky person changes his mind and removes the slab, effectively changing C down to the original 80uF. There is now excess charge on the capacitor that wants to leave! The steady-state charge on the air-filled capacitor should be:

The charge that will pass through the wire will be the difference:

the answer would be c

there is no correct list among the choices you've provided.

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