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A harmonic oscillator of mass m and angular frequency w is in the initial state of wavefunction p(x, 0) = Ai4,(x) + 2A¡¢2(x) a. Obtain the constant A b. Write the function Þ(x, t)

A harmonic oscillator of mass m and angular frequency w is in the initial state of wavefunction p(x, 0) = Ai4,(x) + 2A¡¢2(x) a. Obtain the constant A b. Write the function Þ(x, t)

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3. A harmonic oscillator of mass m and angular frequency w is in the initial state of wavefunction p(x,0) = Ai4o(x) + 2Ai¢2(x) Obtain the constant A b. Write the function (x, t) c. Calculate the uncertainties Ax and Ap in the state of wavefunction p(x,t) and show that the Heisenberg uncertainty principle is satisfied a.
Transcribed Image Text:3. A harmonic oscillator of mass m and angular frequency w is in the initial state of wavefunction p(x,0) = Ai4o(x) + 2Ai¢2(x) Obtain the constant A b. Write the function (x, t) c. Calculate the uncertainties Ax and Ap in the state of wavefunction p(x,t) and show that the Heisenberg uncertainty principle is satisfied a.
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