course | course_year | question_number | tags | title | year | |||
---|---|---|---|---|---|---|---|---|
Quantum Mechanics |
IB |
69 |
|
Paper 1, Section II, B |
2017 |
Consider the time-independent Schrödinger equation in one dimension for a particle of mass
(a) Show that if the potential is an even function then any non-degenerate stationary state has definite parity.
(b) A particle of mass
where
Derive the conditions satisfied by the wavefunction
Show (using a graphical method or otherwise) that there is a bound state of even parity for any