Q1) A system is initially (t = 0) in the state 14 >= }(V210, > + V3102 > +1%3} + 1%->), where b is constant and Øn are o
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Q1) A system is initially (t = 0) in the state 14 >= }(V210, > + V3102 > +1%3} + 1%->), where b is constant and Øn are o
Q1) A system is initially (t = 0) in the state 14 >= }(V210, > + V3102 > +1%3} + 1%->), where b is constant and Øn are orthonormal eigenstates of the Hamiltonian, A. a) Find the value of b such that y is normalized. b) If à Øn >= n2 Eløn > where E, is constant, find the expectation value < *|A|4>. c) Suppose that a measurement of the energy, for the state y, yields the value 4Eo, find the probability to get this value of measurement.
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