The resultant force can be calculated as a sum of all forces acting on the given charge according to Coulomb's law:
"F_{24}=k\\frac{q_2q_4}{r_{24}^2}=9\\cdot10^9\\cdot\\frac{15\\cdot10^{-6}(-5)\\cdot10^{-6}}{r_{24}^2}=-\\frac{0.675}{r_{24}^2}\\text{ N}."
"F_{net}=F_{14}+F_{24}+F_{34}=4.5-\\frac{0.675}{r_{24}^2}+4=\\bigg(8-\\frac{0.675}{r_{24}^2}\\bigg)\\text{ N}."
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