The strategy to use when calculating the force exerted by a set of several point charges...

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The strategy to use when calculating the force exerted by a set of several point charges is to find first the forces exerted by each of the point charges individually. The force exerted by the entire set of charges is the net force resulting from the forces exerted by the individual charges. The forces from the individual charges in this problem are shown in the diagram below. 0.100 Submit F12 91 m FR F13 93 G The charge q2 exerts a repulsive force F12 on q, as shown in the diagram. The distance separating these charges is r12 = 0.316 m so the magnitude of this repulsive force is given by the following equation where k is the Coulomb constant in SI units. F12 = ke 92 12-1 1911921 12 = (8.99 x 10 Nm/C2)- x 10-6 N Skip (you cannot come back) 0.316 x 10-18 c) The strategy to use when calculating the force exerted by a set of several point charges is to find first the forces exerted by each of the point charges individually. The force exerted by the entire set of charges is the net force resulting from the forces exerted by the individual charges. The forces from the individual charges in this problem are shown in the diagram below. 0.100 Submit F12 91 m FR F13 93 G The charge q2 exerts a repulsive force F12 on q, as shown in the diagram. The distance separating these charges is r12 = 0.316 m so the magnitude of this repulsive force is given by the following equation where k is the Coulomb constant in SI units. F12 = ke 92 12-1 1911921 12 = (8.99 x 10 Nm/C2)- x 10-6 N Skip (you cannot come back) 0.316 x 10-18 c)

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This question pertains to the computation of the electric force between two point charges using Coul... View the full answer