A particle of mass m, which moves freely inside an infinite potential well of length a, has the following initial wave f
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A particle of mass m, which moves freely inside an infinite potential well of length a, has the following initial wave f
A particle of mass m, which moves freely inside an infinite potential well of length a, has the following initial wave function at t = 0, πY 14 (8,0) = A sing + ve sinceton ( end + a a a a А Злах, 5772 Va 5a 5a where A is a real constant. (a) Find A so that (x, 0) is normalized. (b) If measurements of the energy are carried out, what are the values that will be found and what are the corresponding probabilities? Calculate the average energy. (c) Are the measured energies equal to the average energy?
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