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Application Of Schrodinger Equation MCQ - Question 1

Probability of finding a particle between 0 to 0.5** L** in a one-dimensional box of length

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Application Of Schrodinger Equation MCQ - Question 2

For the case of even parity solution of a symmetric infinite potential well, what is true for expectation value of x, p, x^{2} and p^{2} ?

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Application Of Schrodinger Equation MCQ - Question 3

Which of the following can be a wave function?

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Application Of Schrodinger Equation MCQ - Question 4

Consider the case of an infinite square well potential symmetric about the *y* axis i.e.

Which of the following is a true?

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Application Of Schrodinger Equation MCQ - Question 5

The solution to the Schrodinger equation for a particle bound in *a* one-dimensional, infinitely deep potential well, indexed by a quantum number ** n**, indicates that in the middle of the well, the probability density vanishes for.

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Application Of Schrodinger Equation MCQ - Question 6

For a particle of mass ** m**, being acted upon by a force with potential energy function a one-dimensional simple harmonic oscillator. If there is a wall at

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Application Of Schrodinger Equation MCQ - Question 7

For a quantum wave particle, E = _____________

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Application Of Schrodinger Equation MCQ - Question 8

Consider the potential of the form

V(x) = 0 for x __ <__ a

= V

= 0 for x

Which of the following wave functions is possible for a particle incident from the left with energy E < V_{0}

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Application Of Schrodinger Equation MCQ - Question 9

An electron is trapped in an infinite well of width 1** cm**. For what value of

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Application Of Schrodinger Equation MCQ - Question 10

If the nucleus is seen as a cubical box of length 10^{–14} m, then compute the minimum energy of a nucleon confined to the nucleus. Mass of nucleon = 1.6 × 10^{–27} kg

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