Physics

Physics

Problem

A point charge Q1=4 μCQ_{1}=4\,\mu\text{C} is fixed at the origin O(0,0)O(0,0). Another point charge Q2=−3 μCQ_{2}=-3\,\mu\text{C} is fixed on the yy–axis at P(0,3 cm)P(0,3\,\text{cm}). A test charge q=2 μCq=2\,\mu\text{C} is placed at Q(4 cm,0)Q(4\,\text{cm},0) on the xx–axis. (a) Calculate the magnitudes of the individual forces acting on the test charge due to Q1Q_{1} and Q2Q_{2} separately. (b) Determine, by resolving each force into components, the magnitude and direction of the net force on the test charge. (c) The algebraic sum of the three charges is only +3 μC+3\,\mu\text{C}, much smaller than their individual magnitudes. Explain briefly why, despite this, the net force obtained in part (b) is not small or zero. a. (a) Individual force magnitudes b. (b) Vector addition to find net force c. (c) Conceptual explanation of non-cancellation

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