
Arturo O. answered 02/08/18
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I will set this up for you and get you to the point where you can just plug in numbers, and you take it from there. Assume -q is at the origin, and the three +q's are at (L,0), (L,L), and (0,L). Use Coulomb's law to get separately the x and y components of the force, and then combine the components into a vector.
Add the forces in the order in which I listed the coordinates of the three +q's. Note that the only + charges that contribute to Fx are the charges at (L,0) and (L,L).
Fx = -kq2 [1/L2 + cos45°/(2L2)]
Note that the only + charges that contribute to Fy are the charges at (0,L) and (L,L).
Fy = -kq2 [1/L2 + sin45°/(2L2)]
The resultant force vector is
F = Fxi + Fyj
You can finish from here.

Arturo O.
You are welcome, Chris.
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02/08/18
Chris J.
02/08/18