On which factors and how do the following depend?
(i) Internal resistance of cell
(ii) Resistance of conductor
i. Internal resistance of cell Step 1: The internal resistance of a cell depends on several factors: \[ r \propto \frac{\text{distance between electrodes}}{\text{area of electrodes}} \] - It increases if the distance between electrodes increases.
- It decreases if the cross-sectional area of electrodes increases.
- It depends on the electrolyte's concentration and nature. \[ \text{Thus, the internal resistance can be minimized by using a highly conductive electrolyte and optimizing electrode placement.} \] \[ \boxed{\text{Factors: Distance, area, electrolyte nature, and temperature}} \]
ii. Resistance of conductor
Step 1: The resistance of a conductor is given by: \[ R = \rho \frac{L}{A} \] where: - \( R \) is resistance,
- \( \rho \) is resistivity,
- \( L \) is length,
- \( A \) is cross-sectional area.
Step 2: Factors affecting resistance: - It increases with an increase in length (\( L \)).
- It decreases with an increase in cross-sectional area (\( A \)).
- Different materials have different resistivities.
- Resistance increases with temperature due to an increase in resistivity. \[ \text{Therefore, resistance can be controlled by choosing appropriate materials and dimensions.} \] \[ \boxed{\text{Factors: Length, cross-sectional area, material, and temperature}} \]
Explain the principle of Wheatstone's bridge by Kirchhoff's law. In the given circuit, there is no deflection in the galvanometer \( G \). What is the current flowing through the cell?
Three ac circuits are shown in the figures with equal currents. Explain with reason, if the frequency of the voltage \( E \) is increased then what will be the effect on the currents in them.
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