Where is the Potential Zero? Two point charges are fixed in place. The positive charge is +2q and the negative charge is -q. On the line that passes through the charges, how many places are there at which the total potential is zero? P3 P2 P1 -9 +2q

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**Where is the Potential Zero?**

Two point charges are fixed in place. The positive charge is \( +2q \) and the negative charge is \( -q \). On the line that passes through the charges, how many places are there at which the total potential is zero?

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**Explanation of Diagram:**

The provided diagram shows two point charges placed on a straight line. The line has three labeled points, \( P_1 \), \( P_2 \), and \( P_3 \), which represent specific locations along the line. 

- \( P_1 \) is a point near the positive charge \( +2q \). 
- \( P_2 \) is a point between the positive charge \( +2q \) and the negative charge \( -q \).
- \( P_3 \) is a point near the negative charge \( -q \).

Both charges, \( +2q \) and \( -q \), are positioned along this horizontal line, with the illustration suggesting the spatial relationship between them. The goal is to identify the locations along this line (points \( P_1 \), \( P_2 \), and \( P_3 \)) where the electric potential is zero.
Transcribed Image Text:**Where is the Potential Zero?** Two point charges are fixed in place. The positive charge is \( +2q \) and the negative charge is \( -q \). On the line that passes through the charges, how many places are there at which the total potential is zero? --- **Explanation of Diagram:** The provided diagram shows two point charges placed on a straight line. The line has three labeled points, \( P_1 \), \( P_2 \), and \( P_3 \), which represent specific locations along the line. - \( P_1 \) is a point near the positive charge \( +2q \). - \( P_2 \) is a point between the positive charge \( +2q \) and the negative charge \( -q \). - \( P_3 \) is a point near the negative charge \( -q \). Both charges, \( +2q \) and \( -q \), are positioned along this horizontal line, with the illustration suggesting the spatial relationship between them. The goal is to identify the locations along this line (points \( P_1 \), \( P_2 \), and \( P_3 \)) where the electric potential is zero.
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