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In the above figure, point $$P$$ is at the center of the rectangle. With $$V=0$$ at infinity, $$q_1=5.00 \ fC, q_2 = 2.00 \ fC, q_3= 3.00 \ fC,$$ and $$d=2.54 \ cm$$, what is the net electric potential at $$P$$ due to the six charged particles?

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Similar Questions
Q1
In the above figure, point $$P$$ is at the center of the rectangle. With $$V=0$$ at infinity, $$q_1=5.00 \ fC, q_2 = 2.00 \ fC, q_3= 3.00 \ fC,$$ and $$d=2.54 \ cm$$, what is the net electric potential at $$P$$ due to the six charged particles?

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Q2
In the above figure, what is the net electric potential at point $$P$$ due to the four particles if $$V=0$$ at infinity, $$q=5.00 \ fC$$ and $$d=4.00 \ cm$$?

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Q3
The above figure shows a rectangular array of charged particles fixed in place, with distance $$a=39.0 \ cm$$ and the charges shown as integer multiples of $$q_1=3.40 \ pC$$ and $$q_2 = 6.00 \ pC$$. With $$V=0$$ at infinity, what is the net electric potential at the rectangle's center?

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Q4
In the above figure, point $$P$$ is at distance $$d_1 =4.00 \ m$$ from particle 1 $$(q_1 = -2e)$$ and distance $$d_2 =2.00 \ m$$ from particle 2 $$(q_2 =+2e)$$, with both particles fixed in place.
(a) With $$V=0$$ at infinity, what is $$V$$ at $$P$$?
If we bring a particle of charge $$q_3 =+2e$$ from infinity to $$P$$,
(b) how much work do we do and
(c) what is the potential energy of the three-particle system?

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Q5
In the rectangle of the above figure, the sides have lengths $$5.0 \ cm$$ and $$15 \ cm$$, $$q_1 = -5.0 \ \mu C$$, and $$q_2 = +2.0 \ \mu C$$. With $$V=0$$ at infinity, what is the electric potential at
(a) corner A and
(b) corner B
(c) How much work is required to move a charge $$q_3 = +3.0 \ \mu C$$ from B to A along a diagonal of the rectangle?


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