the line join the two point charge is y = 1/2 x,
the electron needs to be located at the position that E =0, that is only possible when it on the line y = 1/2 x
and only outside the line section q1q2 E =0 is possible, since q2 = 14 uC>|q1|, electron need to close q1 =-1 uC
assume is located at (xe,1/2 xe) , then we have
r1^2 = (5/4)xe^2, r2^2 = (1-xe)^2+1/4 (1-xe)^2 = 5/4 (1-xe)^2
k|q1|/r1^2 = k q2/r2^2
r2/r1 = sqrt(q2/|q1|) = 3.742
(1-xe)/(-xe) = 3.742
1-xe = -3.742xe
2.742 xe = -1
a)
xe = -0.365 m
b)
the line join the two point charge is y = 1/2 x,
y =1/2x =1/2*.365
y =-.1825 m
the location is (-0.365 m, -0.182 m)
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