onsider a single electron in a one-dimensional box (0 x L, L = 1 nm). (a) For n = 1, 2, 3, and 4, plot the wavefunctions as a function of x. For these wavefunctions, plot the probability densities for each position. employing light to raise the particle from the ground state to a higher one. What's the light's wavelength? Each state has a range of possible time points. When the number of measurements is n = 3, what is the likel
onsider a single electron in a one-dimensional box (0 x L, L = 1 nm). (a) For n = 1, 2, 3, and 4, plot the wavefunctions as a function of x. For these wavefunctions, plot the probability densities for each position. employing light to raise the particle from the ground state to a higher one. What's the light's wavelength? Each state has a range of possible time points. When the number of measurements is n = 3, what is the likel
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Consider a single electron in a one-dimensional box (0 x L, L = 1 nm).
(a) For n = 1, 2, 3, and 4, plot the wavefunctions as a function of x.
For these wavefunctions, plot the probability densities for each position.
employing light to raise the particle from the ground state to a higher one. What's the light's wavelength?
Each state has a range of possible time points.
When the number of measurements is n = 3, what is the likelihood of receiving each particular momentum?
PS. Because the assignment question does not specify a wave function, I calculated what I believe to be the correct value for portion (a), which is =sqrt(2/L)sin(nx/L). It's my hope that it will help. thanks!!
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