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For a classical oscillator with mass m, frequency ω and amplitude a, the probability of finding the oscillator at position x is proportional to the time the oscillator spends at that position, so p(x)dx cdt a) rewrite this in terms of the velocity, v= dx/dt and use conservation of energy and the relationship between e and m, co and a for the oscillator to show: p(/w/a2-x2)-1/2 b) normalize this expression to solve for c.
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For a classical oscillator with mass m, frequency ω and amplitude a, the probability of finding the...
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