Calculate the potential energy of a system of two small spheres, one carrying a charge of 3.20 μCμC and the other a charge of -2.50 μCμC , with their centers separated by a distance of 0.180 mm . Assume that UU = 0 when the charges are infinitely separated.Suppose that one sphere is held in place; the other sphere, with mass 1.80 gg , is shot away from it. What minimum initial speed would the moving sphere need to escape completely from the attraction of the fixed sphere?
Calculate the potential energy of a system of two small spheres, one carrying a charge of 3.20 μCμC and the other a charge of -2.50 μCμC , with their centers separated by a distance of 0.180 mm . Assume that UU = 0 when the charges are infinitely separated.Suppose that one sphere is held in place; the other sphere, with mass 1.80 gg , is shot away from it. What minimum initial speed would the moving sphere need to escape completely from the attraction of the fixed sphere?
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Calculate the potential energy of a system of two small spheres, one carrying a charge of 3.20 μCμC and the other a charge of -2.50 μCμC , with their centers separated by a distance of 0.180 mm . Assume that UU = 0 when the charges are infinitely separated.Suppose that one sphere is held in place; the other sphere, with mass 1.80 gg , is shot away from it. What minimum initial speed would the moving sphere need to escape completely from the attraction of the fixed sphere? (To escape, the moving sphere would have to reach a velocity of zero when it is infinitely far from the fixed sphere.)
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