A particle is confined to a one-dimensional line. The particle's position x can take any value between 0 and infinity (n
Posted: Wed May 18, 2022 4:29 pm
A particle is confined to a one-dimensional line. The particle's position x can take any value between 0 and infinity (negative values of x are not allowed). At a certain time the particle is in a particular state 14). The wave function in position basis $(x) = (x|$) has the form 4(x) = Ae-Ax. Here A, 1 > 0 are known constants. Obtain the value of A, expressed as a function of X. Justify your answer. Hint: the total probability of finding the particle somewhere between 0 and infinity must be 100%