**Educational Content: Analysis of Points in a Uniform Electric Field****Text Description:**The image illustrates two points, A and B, situated within a uniform electric field. The points are separated by a vertical distance of 3 cm and a horizontal distance of 7 cm. The electric field has a magnitude of 1000 V/m and is oriented to the right.**Figure Explanation:**- **Points A and B:** - Point A is positioned above point B, with a vertical separation of 3 cm. - The horizontal distance between points A and B is 7 cm.- **Electric Field:** - Represented by arrows pointing to the right, indicating the direction of the field. - The magnitude of the electric field is given as \( E = 1000 \, \text{V/m} \).This visual representation helps in understanding the configuration of points within an electric field, crucial for analyzing electric potential differences and field effects. **Question:**What is the potential difference between point A and point B?**Interface Explanation:**- **Input Box for Answer:** You need to calculate or provide the potential difference, denoted as ΔV, between the two points mentioned and enter the value in the provided input box.- **Buttons Overview:** - **Formatting Buttons:** The interface includes two buttons for mathematical formatting. The first button represents mathematical operations (e.g., square roots), while the second is for inserting symbols (e.g., Δ, Φ). - **Undo/Redo Buttons:** Allows you to undo or redo your actions. - **Reset Button:** Resets the input field to its original state. - **Virtual Keyboard Button:** Opens an on-screen keyboard for input. - **Help Button:** Provides assistance or additional information if needed.- **Units:** The answer should be entered in volts (V), as indicated to the right of the input box.

Potential difference = E * dx E = 1000V/m dx = 7cm = 0.07 mdV = (1000)*(0.07) = 70 V

Answered: The picture below shows two points A…

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The picture below shows two points A and B which are located in a uniform electric field. Points A and B are separated by 3 cm vertically and 7 cm horizontally. The electric field is 1000 V/m and points to the right. (Figure 1)