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A fully charged capacitor has a capacitance ‘C’. It is discharged through a small coil of resistance wire embedded in a thermally insulated block of specific heat capacity ‘s’ and mass ‘m’. If the temperature of the block is raised by ‘ΔT’, the potential difference ‘V’ across the capacitance is
- mCAT/s
- √(2mCAT/s)
- √(2msΔT/C)
- msΔT/C
Correct answer: √(2msΔT/C)
Solution
Energy stored in the capacitor (1/2)CV^2 is dissipated as heat m s deltaT. Solving for V: V = sqrt(2 m s deltaT / C).
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