Asked by Diane
On the lower left corner of a square is a fixed charge qLL = 1.5x10^-9 C and on the loser right corner is a fixed charge qLR = 4.0x10^-9 C. The square has a side length L = 0.25 meters.
a) Find the electric potential energy of a third charge q = -6x10^-9 C placed at the upper left corner of this square.
b) Find the potential energy of this same third charge q placed at the upper right corner of the square.
a) Find the electric potential energy of a third charge q = -6x10^-9 C placed at the upper left corner of this square.
b) Find the potential energy of this same third charge q placed at the upper right corner of the square.
Answers
Answered by
bobpursley
Easy. Potential is a scalar, so add the voltage from each of the other charges.
Upper left Potential
V=kqLL/sidelength + kQLR/diagonal length
Then the electric potentialenergy of the third charge is
V*q
Do the same technique for the last charge, add the voltage potential from the three charges, then for elec potential energy, that sum times qur.
Upper left Potential
V=kqLL/sidelength + kQLR/diagonal length
Then the electric potentialenergy of the third charge is
V*q
Do the same technique for the last charge, add the voltage potential from the three charges, then for elec potential energy, that sum times qur.
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