**Transcription:**The figure shows an ideal battery of emf ε = 28 V, a resistor of resistance R = 6.6 Ω, and an uncharged capacitor of capacitance C = 5.7 μF. After switch S is closed, what is the current through the resistor when the charge on the capacitor is 9.2 μC?**Diagram Explanation:**The diagram illustrates a simple electrical circuit consisting of three main components:1. **Battery:** Represented by two parallel lines of differing lengths, indicating the positive and negative terminals, it provides an electromotive force (emf) of 28 V. 2. **Switch (S):** Located in the circuit path, the switch can open or close the circuit, allowing or stopping the flow of current. 3. **Resistor (R):** Denoted by a zigzag line, it has a resistance of 6.6 Ω and is part of the path through which the current flows when the switch is closed. 4. **Capacitor (C):** Represented by two parallel lines of equal length, it has a capacitance of 5.7 μF and initially holds no charge.The circuit is closed when switch S is activated, allowing the battery to create a current across the resistor and the capacitor to begin charging. The problem asks for the current through the resistor when the charge stored on the capacitor reaches 9.2 μC.

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The figure shows an ideal battery of emf 8 = 28 V, a resistor of resistance R = 6.6 02, and an uncharged capacitor of capacitance C = 5.7 UF. After switch S is closed, what is the current through the resistor when the charge on the capacitor is 9.2 µC?