A charge of 20nC is on the plates of a parallel plate capacitor where a uniform electric field points upwards with a magnitude of 6x10ʻN/C. How much work is needed to move an electron ... a. To the right 0.5m? b. 0.66m upward?. c. 0.33m downward? JQ=-20nC Q=20nC

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Chapter1: Units, Trigonometry. And Vectors
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**Parallel Plate Capacitor – Work Needed to Move an Electron**

A charge of 20nC is on the plates of a parallel plate capacitor where a uniform electric field points upwards with a magnitude of \(6 \times 10^4 \, \mathrm{N/C}\). How much work is needed to move an electron...

- **(a) To the right 0.5m?**
- **(b) 0.66m upward?**
- **(c) 0.33m downward?**

**Diagram Explanation:**
The diagram illustrates a parallel plate capacitor consisting of two plates with charges of \(Q = 20 \, \text{nC}\) on each. The electric field (\(E\)) is depicted as arrows pointing upwards between the plates, indicating the direction and uniformity of the field. The electron, represented as a small circle, is initially placed between the plates. 

The objective is to determine the work necessary to move the electron in three specific directions and distances: to the right by 0.5 meters, upward by 0.66 meters, and downward by 0.33 meters.
Transcribed Image Text:**Parallel Plate Capacitor – Work Needed to Move an Electron** A charge of 20nC is on the plates of a parallel plate capacitor where a uniform electric field points upwards with a magnitude of \(6 \times 10^4 \, \mathrm{N/C}\). How much work is needed to move an electron... - **(a) To the right 0.5m?** - **(b) 0.66m upward?** - **(c) 0.33m downward?** **Diagram Explanation:** The diagram illustrates a parallel plate capacitor consisting of two plates with charges of \(Q = 20 \, \text{nC}\) on each. The electric field (\(E\)) is depicted as arrows pointing upwards between the plates, indicating the direction and uniformity of the field. The electron, represented as a small circle, is initially placed between the plates. The objective is to determine the work necessary to move the electron in three specific directions and distances: to the right by 0.5 meters, upward by 0.66 meters, and downward by 0.33 meters.
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