Here, we will proceed by assuming a spherical capacitor having some charge on the inner surface and having equal amount of charge with opposite polarity on the outer surface. Then, we will develop an equation showing the relation between the potential difference and charge.
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Answer:
Meter (m) for Length.
Second (s) for Time.
Kilogram (kg) for Weight.
Ampere (A) for Electric current.
Kelvin (K) for temperature.
Mole (mol) for Amount of substance.
Candela (cd) for Luminous intensity
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Answer:
Here, we will proceed by assuming a spherical capacitor having some charge on the inner surface and having equal amount of charge with opposite polarity on the outer surface. Then, we will develop an equation showing the relation between the potential difference and charge.
Formulas Used- E = Q4πε0r2, E=−dVdr and C=QΔV.
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