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at t 0 a particle of mass m trapped in...

Question: at t 0 a particle of mass m trapped in...

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At t 0, a particle of mass m trapped in an infinite square well of width a is in a superposition of the first excited state a (5 points) Given the wavefunction Vs, what is the probability of measuring the energy to be Er at/t 0? Circle one: e following values represent the probability of measuring the energy to be Bs at t 0? Circle one: (d) (5 points) At time t - 0, with the system initially in the state W,, the energy of the system is measured, and the smalle (e) (5 points) If shortly after the first energy measurement, a second measurement is made, what is the measured value of the (g) (5 points) Using the correct wavefunction, what is the expectation value (E), at time t in terms of the expectation value for V, (z,0) for ν,(2.

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