F The figure below shows a contour plot in the xy plane (a), radial function (b), and radial probability distribution function (c). Positive and negative amplitudes are indicated in red and blue. The orbital that is represented is the 3d orbital.

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Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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a) Evaluate the statements below. If the statement is correct, circle T'. If the statement is incorrect,
briefly explain why it is incorrect and circle 'F'.
T F The figure below shows a contour plot in the xy plane (a), radial function (b),
and radial probability distribution function (c). Positive and negative amplitudes are
indicated in red and blue. The orbital that is represented is the 3dry orbital.
(a)
(b)
T F The ground state of a particle in a three-dimensional box is degenerate.
T F Ammonia, NH3, has 4 vibrational normal modes.
T F The relative uncertainty in the position a for a particle in a one-dimensional box
increases as n→ ∞, where n is the corresponding quantum number.
T F Let's think about this. We recover classical mechanics if we set h = 0.
b) Draw a picture of Erwin Schrödinger.
Transcribed Image Text:a) Evaluate the statements below. If the statement is correct, circle T'. If the statement is incorrect, briefly explain why it is incorrect and circle 'F'. T F The figure below shows a contour plot in the xy plane (a), radial function (b), and radial probability distribution function (c). Positive and negative amplitudes are indicated in red and blue. The orbital that is represented is the 3dry orbital. (a) (b) T F The ground state of a particle in a three-dimensional box is degenerate. T F Ammonia, NH3, has 4 vibrational normal modes. T F The relative uncertainty in the position a for a particle in a one-dimensional box increases as n→ ∞, where n is the corresponding quantum number. T F Let's think about this. We recover classical mechanics if we set h = 0. b) Draw a picture of Erwin Schrödinger.
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