Home Physics Electrostatics Potential & Capacitance Mix 0In side a parallel plate capacitor, there i…
Physics Electrostatics Potential & Capacitance Mix Comprehension (MCQ)

0In side a parallel plate capacitor, there is a plate parallel to the outer plates whose thickness is equal to n = 0.7 of the gap width. Dielectric constant of material of the plate is K = 7. When the plate is absent, capacitance of the capacitor equal C = 10 µF. The capacitor was connected to a battery of emf V = 10 volts. Now the capacitor is disconnected from the battery and plate is removed from the gap. After removal of the plate, positively charged plate of the capacitor is reconnected with negative terminal of the same battery and negatively charged plate with positive terminal.

(i) Energy stored in capacitor before reconnection –

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(i)

Sol. C eq = =

When plate was absent

C = 10 µF =

C eq = = 25 µF

* Charge stored = C eq V = 25 × 10 = 250 µCb

* Energy stored = × 25 × (10) × (10) = 1250 µJ

After disconnecting the battery plate is removed

- 10 + = 0

x = 350 µCb

New charge = – 250 + 350 = 100 µC

New energy = = 500 µJ

energy loss:

350 × 10 = U f – U i + Δ H

3500 = 500 – 1250 + Δ H

Δ H = 3500 + 750

= 4250 µJ

(ii)

Sol. C eq = =

When plate was absent

C = 10 µF =

C eq = = 25 µF

* Charge stored = C eq V = 25 × 10 = 250 µCb

* Energy stored = × 25 × (10) × (10) = 1250 µJ

After disconnecting the battery plate is removed

- 10 + = 0

x = 350 µCb

New charge = – 250 + 350 = 100 µC

New energy = = 500 µJ

energy loss:

350 × 10 = U f – U i + Δ H

3500 = 500 – 1250 + Δ H

Δ H = 3500 + 750

= 4250 µJ

(iii)

Sol. C eq = =

When plate was absent

C = 10 µF =

C eq = = 25 µF

* Charge stored = C eq V = 25 × 10 = 250 µCb

* Energy stored = × 25 × (10) × (10) = 1250 µJ

After disconnecting the battery plate is removed

- 10 + = 0

x = 350 µCb

New charge = – 250 + 350 = 100 µC

New energy = = 500 µJ

energy loss:

350 × 10 = U f – U i + Δ H

3500 = 500 – 1250 + Δ H

Δ H = 3500 + 750

= 4250 µJ

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