The energy equation for a particle in a cubic box of dimensions L_x= L_y = L_z is
E_{nx, ny, nz} = Assume that 8 electrons occupy the allowed energy levels and that 2 electrons can occupy each allowed energy level.
A)In the ground state, how many of the 8 electrons have energy equal to ?
B)In the ground state, how many of the 8 electrons have energy equal to ?
C)In the ground state, how many of the 8 electrons have energy equal to ?
D)Calculate the wavelength of light necessary to promote the highest-energy ground-state electron into the lowest-energy excited state. Assume a cubic box with dimensions 1.50 nm * 1.50 nm * 1.50 nm.

Question

The energy equation for a particle in a cubic box of dimensions L_x= L_y = L_z is
E_{nx, ny, nz} =

The energy equation for a particle in a cubic box of dimensions L<sub>x</sub><sub> </sub>= L<sub>y</sub> = L<sub>z</sub><sub> </sub> is E<sub>nx, ny, nz</sub> = Assume that 8 electrons occupy the allowed energy levels and that 2 electrons can occupy each allowed energy level. A)In the ground state, how many of the 8 electrons have energy equal to ? B)In the ground state, how many of the 8 electrons have energy equal to ? C)In the ground state, how many of the 8 electrons have energy equal to ? D)Calculate the wavelength of light necessary to promote the highest-energy ground-state electron into the lowest-energy excited state. Assume a cubic box with dimensions 1.50 nm * 1.50 nm * 1.50 nm.

Assume that 8 electrons occupy the allowed energy levels and that 2 electrons can occupy each allowed energy level.
A)In the ground state, how many of the 8 electrons have energy equal to

?
B)In the ground state, how many of the 8 electrons have energy equal to

?
C)In the ground state, how many of the 8 electrons have energy equal to

?
D)Calculate the wavelength of light necessary to promote the highest-energy ground-state electron into the lowest-energy excited state. Assume a cubic box with dimensions 1.50 nm * 1.50 nm * 1.50 nm.

Quizplus · Accepted Answer

The Answer of The energy equation for a particle in a cubic box of dimensions L_x= L_y = L_z is E_{nx, ny, nz} = Assume that 8 electrons occupy the allowed energy levels and that 2 electrons can occupy each allowed energy level. A)In the ground state, how many of the 8 electrons have energy equal to ? B)In the ground state, how many of the 8 electrons have energy equal to ? C)In the ground state, how many of the 8 electrons have energy equal to ? D)Calculate the wavelength of light necessary to promote the highest-energy ground-state electron into the lowest-energy excited state. Assume a cubic box with dimensions 1.50 nm * 1.50 nm * 1.50 nm.

The Energy Equation for a Particle in a Cubic Box