Work Done by moving point charge

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DANIELLYMA
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Hi I think I figured it but I'm not sure.

Here's the problem:

How Much Work In Fig. 25-34, how much work is required to bring the charge of +5q in from infinity along the dashed line and place it as shown near the two fixed charges +4q and –2q? Take distance d = 1.40 cm and charge q = 1.6 × 10–19 C.

Diagram of three point charges: +4q at left, +5q at top center, and -2q at lower right, with distance 2d between the first two, d between the +5q and -2q charges, a 60 degree angle and a 43 degree angle marked, and a dashed path arriving from infinity at the lower left.
I summed up the Vpotential at the point which I got 0 Volts

Then I used W = qt(Vp-Vinfinity) = 0J. It just seems too simple to be correct.
 
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This can't be solved without knowing the relative spacings of all the charges. The net repulsion/attraction will determine how much potential energy is stored by the work. Can you describe the particle positions using a coordinate system?
 
Edit: I reuploaded the picture, thanks for your replies