Students in a lab produce standing waves on stretched strings connected to vibration generators. One such wave is described by the wave function
y(x, t) = (2.00 cm) sin [(20.0 m-1)x] cos [(150. S-1)t ], where y is the transverse displacement of the string, x is the position along the string, and t is time. Rewrite this wave function in the form for a right-moving and a left-moving wave: y(x,t) = f(x - vf)+ g(x +vt); that is, find the functions/and g and the speed, v.
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