Two charges one negative and one positive with strength Q1 =-3*q and Q2= +2*q (where q=7.0 nC,g=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 magnitude and direction in ×-axis of the electric field at point P due to Q1 and Q2 in units of Newton/Coulomb?
Two charges one negative and one positive with strength Q1 =-3*q and Q2= +2*q (where q=7.0 nC,g=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 magnitude and direction in ×-axis of the electric field at point P due to Q1 and Q2 in units of Newton/Coulomb?
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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,g=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 magnitude and direction
in ×-axis of the electric field at point P due to Q1 and Q2 in units of Newton/Coulomb?

Transcribed Image Text:In the diagram, we observe a two-dimensional plane with a coordinate system defined by an x-axis and a y-axis. Three notable points are labeled as follows:
1. **Charge -3q:** Located along the y-axis, marked by a blue sphere. The charge here is negative, represented as -3q.
2. **Point P:** Situated on the x-axis, serving as an intermediary reference point between the two charges. It is marked but not associated with any visible charge.
3. **Charge +2q:** Located along the x-axis, marked by a red sphere. The charge here is positive, represented as +2q.
The distance between the negative charge (-3q) and the positive charge (+2q) is indicated as 3.6 meters. Point P lies in between these two charges on the x-axis.
The setup appears to be part of an electrostatics problem, potentially involving the calculation of electric fields or potentials at point P due to the two charges.
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