**Problem Statement:** A 6.00 nF capacitor that is initially uncharged is connected in series with a 900 Ω resistor and an emf source with ε = 360V and negligible internal resistance. A long time after the circuit is completed (enough time that the capacitor is fully charged), what is the current across the resistor? **Options:** - ○ 0.20 A - ○ 0.067 A - ○ 1.33 A - ○ 0 A - ○ 0.24 A - ○ 0.40 A - ○ 0.16 A **Explanation:** When a capacitor is fully charged in an RC circuit, it acts as an open circuit. Therefore, the current across the resistor after a long time is 0 A. So, the correct answer is: - ○ 0 A
**Problem Statement:** A 6.00 nF capacitor that is initially uncharged is connected in series with a 900 Ω resistor and an emf source with ε = 360V and negligible internal resistance. A long time after the circuit is completed (enough time that the capacitor is fully charged), what is the current across the resistor? **Options:** - ○ 0.20 A - ○ 0.067 A - ○ 1.33 A - ○ 0 A - ○ 0.24 A - ○ 0.40 A - ○ 0.16 A **Explanation:** When a capacitor is fully charged in an RC circuit, it acts as an open circuit. Therefore, the current across the resistor after a long time is 0 A. So, the correct answer is: - ○ 0 A
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Transcribed Image Text:**Problem Statement:**
A 6.00 nF capacitor that is initially uncharged is connected in series with a 900 Ω resistor and an emf source with ε = 360V and negligible internal resistance. A long time after the circuit is completed (enough time that the capacitor is fully charged), what is the current across the resistor?
**Options:**
- ○ 0.20 A
- ○ 0.067 A
- ○ 1.33 A
- ○ 0 A
- ○ 0.24 A
- ○ 0.40 A
- ○ 0.16 A
**Explanation:**
When a capacitor is fully charged in an RC circuit, it acts as an open circuit. Therefore, the current across the resistor after a long time is 0 A. So, the correct answer is:
- ○ 0 A
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