Three point charges are located it the positive x-axis of a coordinate system. Positive point charge ππ = 5 ππΆ and negative point charge ππ = β10 ππΆ, are located 3 cm and 5 cm from the origin respectively. Determine the total force of another point charge πΈ = βπ ππͺ at the origin due to the other two chargers.
"F=\\frac{ kq_1q_2}{r^2}"
"F_{1Q}=\\frac{9\u00d710^9\u00d75\u00d710^{-9}\u00d71\u00d710^{-6}}{(3\u00d710^{-2})^2}\\\\=5\u00d710^{-2}N"
"F_{2Q}=\\frac{9\u00d710^9\u00d710\u00d710^{-9}\u00d71\u00d710^{-6}}{(5\u00d710^{-2})^2}"
"=3.6\u00d710^{-2}N"
Total Force"=-3.6\u00d710^{-2}+5\u00d710^{-2}"
"=1.4\u00d710^{-2}N"
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