Force of Dipole on Proton: Calculating E and F

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The discussion centers on calculating the force exerted on a proton by a dipole composed of charged particles. The dipole is centered at the origin, with charges +e and -e separated by 7 x 10^-10 m along the y-axis, while the proton is positioned at <0, 3 x 10^-8, 0> m. The electric field (E) was calculated using the dipole formula, yielding a value of -77342.2 N/C, and the force (F) on the proton was derived by multiplying E by the proton's charge. However, there is confusion regarding the coordinate positions of the dipole and the proton, which is affecting the calculations. Clarification on the coordinate axes is needed to resolve the discrepancies in the force calculation.
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Homework Statement


A dipole is centered at the origin, and is composed of charged particles with charge +e and -e, separated by a distance 7 ✕ 10-10 m along the y axis. The +e charge is on the -y axis, and the -e charge is on the +y axis. A proton is located at <0, 3 ✕ 10-8, 0> m. What is the force on the proton, due to the dipole?

Homework Equations


E=k*[(2*q*s)/(r^3)]
F=E*q


The Attempt at a Solution


I calculated the electric field using the equation for a charged particle on axis with a dipole. I then multiplied that electric field by the charge of the proton(1.6e-19)
I'm very lost with all this dipole stuff. Any and all help is appreciated!
 
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Show the equation that you used. Sketch the relative positions of the particles. Hint: you'll only need one axis to do it!
 
What I have is k=9e9
q=-1.6e-19
s=7e-10
r=(3e-8)-(7e-10/2)=2.965e-8
E=-77342.2N/C
The charge of the proton is 1.6e-19
I think the force should therefore be (0,1.6e-19*-77342.2,0)=(0,-1.237e-14,0).
But that's just not working:(
 
What coordinate axis are the dipole electrons on?

What coordinate axis is the proton on?
 
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