Two charges one negative and one positive with strength Q1 = -3*q and Q2= +2*q (where q=7.0 nC, q=7.0*10^-9C) are placed 3.6m apart. P is located x distance from Q1, and is a point where the sum of the voltage of the two charges will sum to zero. What is the value of the position x of point p in meters, in one decimal point?
Two charges one negative and one positive with strength Q1 = -3*q and Q2= +2*q (where q=7.0 nC, q=7.0*10^-9C) are placed 3.6m apart. P is located x distance from Q1, and is a point where the sum of the voltage of the two charges will sum to zero. What is the value of the position x of point p in meters, in one decimal point?
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter15: Electric Forces And Fields
Section: Chapter Questions
Problem 2CQ: The fundamental charge is e = 1.60 1019 C. Identify whether each of the following statements is...
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Two charges one negative and one positive with strength Q1 = -3*q and Q2= +2*q (where q=7.0
nC, q=7.0*10^-9C) are placed 3.6m apart. P is located x distance from Q1, and is a point where the sum of the voltage of the two charges will sum to zero. What is the value of the position x of point p in
meters, in one decimal point?

Transcribed Image Text:The image depicts a simplistic diagram showing two electric charges and a point P in a two-dimensional coordinate system.
- **Charges**:
- On the left, there is a negative charge labeled \(-3q\).
- On the right, there is a positive charge labeled \(+2q\).
- **Coordinates**:
- The charges are aligned along the x-axis.
- The negative charge \(-3q\) is placed at the origin.
- The positive charge \(+2q\) is located 3.6 meters to the right of the origin along the x-axis.
- **Point P**:
- Point P is depicted between the two charges on the x-axis, at a distance \(x\) from the \(-3q\) charge.
- **Axes**:
- The diagram includes both x and y axes, though all elements (charges and point P) are aligned along the x-axis.
This diagram is typically used to analyze electric fields and forces exerted by the charges on a given point in the field, such as point P. The dimensions allow for calculations involving Coulomb's Law or electric field equations.
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