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Revision Notes: Electrostatics & Current Electricity

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FAQs on Revision Notes: Electrostatics & Current Electricity

1. What's the difference between electric potential and electric potential difference?
Ans. Electric potential is the energy per unit charge at a specific point in an electric field, while potential difference is the energy change when a charge moves between two points. Potential difference determines how much work is done on a charge travelling through a circuit. Both are measured in volts and are fundamental to understanding current electricity behaviour.
2. Why does resistance increase with the length of a conductor but decrease with its cross-sectional area?
Ans. Resistance arises from collisions between moving electrons and atoms. Longer conductors mean more atoms to collide with, increasing resistance proportionally. Thicker cross-sections provide more pathways for electrons, reducing collision frequency. This relationship is captured in the resistivity formula: R = ρL/A, where resistivity depends only on material and temperature.
3. How do you tell the difference between conductors, semiconductors, and insulators in electrostatics?
Ans. Conductors allow electrons to move freely due to loosely bound outer electrons; they quickly reach electrostatic equilibrium. Insulators have tightly bound electrons that cannot move easily, so charge remains localised on surfaces. Semiconductors fall between them-their conductivity depends on temperature and impurities. This classification determines how materials respond to electric fields.
4. What happens to the capacitance of a parallel plate capacitor when you increase the separation between plates?
Ans. Capacitance decreases inversely with plate separation, as shown in C = ε₀A/d. Greater distance weakens the electric field between plates, reducing the charge stored for a given voltage. This relationship is critical for designing capacitors in circuits. Conversely, decreasing separation or using dielectric materials increases capacitance significantly.
5. How does Ohm's law apply differently in series and parallel circuits?
Ans. In series circuits, total resistance increases (R_total = R₁ + R₂...), so current decreases and voltage divides across resistors. In parallel circuits, total resistance decreases (1/R_total = 1/R₁ + 1/R₂...), allowing more current to flow while maintaining the same voltage across all branches. Current distribution depends inversely on individual resistances.
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