Electric charges at the corners of a square

AI Thread Summary
The problem involves calculating the electric potential at the center of a square formed by three point charges, each with a value of +2E-9 Coulombs. The distance from the center to each corner is approximately 0.1414 meters. Using the formula for electric potential, the calculated potential is 382 Volts, considering all three charges. However, there is uncertainty regarding the correctness of this value, as it would be 254 Volts if only two charges or four charges of 1E-9 Coulombs were present. The discussion highlights a potential discrepancy in the expected answer.
Karol
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Homework Statement


3 point charges, q1=+2E-9[Coulomb] are placed at the corners of a square of 0.2[m] edge. what is the potential at the center.

Homework Equations


The potential of a point charge at distance r: $$V[Volt]=K\frac{q}{r}$$
##K=\frac{1}{4\pi\varepsilon_0}=9\times 10^9##

The Attempt at a Solution


The distance from the center to each of the corners: $$r=\frac{0.1}{\cos 45^0}=0.1414[m]$$
##V_b=9\times 10^9\frac{2\times 10^{-9}}{0.1414}\cdot 3=382[Volt]##
I am not sure but it should be 254[V]
 
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254 would be the potential in case of two charges, or four 1E-9 C charges at each corner. The given answer must be wrong.
 
Thanks, Ehild
 
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