One end of a horizontal string is attached to a small amplitude mechanical 60.0-Hz oscillator. The string’s mass per unit length is\({\bf{3}}.{\bf{5}} \times {\bf{1}}{{\bf{0}}^{ - {\bf{4}}}}{\rm{ }}{\bf{kg}}{\rm{/}}{\bf{m}}\). The string passes over a pulley, a distance \({\bf{l}} = {\bf{1}}.{\bf{50}}{\rm{ }}{\bf{m}}\)away, and weights are hung from this end, Fig. 11–55. What mass m must be hung from this end of the string to produce (a) one loop, (b) two loops, and (c) five loops of a standing wave? Assume the string at the oscillator is a node, which is nearly true.
