1. Calculate the electric potential of q1 = 25.0nC at (a) 1.00m, (b) 2.00m, and (c) infinite long distance from it.
2. Calculate the potential energy that another charge q2 = 5.00nC possess when placed at the three different points of the previous example.
Electric potential="V=k\\frac{Q}{r}"
k is Coulomb's constant"9\u00d710^9Nm\u00b2C^{-2}"
a) "V_{1.00m}=\\frac{9\u00d710^9\u00d725.0\u00d710^{-9}}{1}=225V"
b)"V_{2.00m}=\\frac{9\u00d710^9\u00d725.0\u00d710^{-9}}{2}=112.5V"
c)"V_{inf}=0"
2a) "P.E=\\frac{kQ_1Q_2}{r\u00b2}"
"P.E_{1m}=\\frac{9\u00d710^9\u00d725.0\u00d710^{-9}\u00d75\u00d710^{-9}}{1}=1.125\u00d710^{-6}J"
"P.E_{2}=\\frac{9\u00d710^9\u00d725.0\u00d710^{-9}\u00d75\u00d710^{-9}}{2^2}=2.8125\u00d710^{-7}J"
c)"P.E_{inf}=0"
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