1. An electron is contained in an one diamensional box of length 0.100nm.
(a) draw an energy level diagram for the electron for levels up to n=4.
(b) Find the wavelengths of all the photons that can be emitted by the electron in making downward transitions that could eventually carry it from the n=4 state to the n=1 state.
2. How many sets of quantum numbers are possible for a hydrogen atom for which(a)n=1(b)n=2(c)n=3(d)n=4 and(e)n=5?
Check your result to show that they agree with the general rule that the number of sets of quantum numbers for a shell is equal to 2nsquared