1. The problem statement, all variables and given/known data find eigenfunction of the the given operator. compute the vaule of px and x for this eigenfunction 2. Relevant equations O= p + x O is made up by adding the momentum operator(p) and the position operator(x); it is one dimensional 3. The attempt at a solution i tried doing Oѱ=ѱp+ѱx=kѱ , h'=h bar or, -ih' *(d/dx ѱ) + x * ѱ= kѱ or, k = -ih' *(d/dx ln ѱ) + x =k or, kx+c=-ih' * ln ѱ +x2 /2 [after integrating] and then solved for ѱ and i am stuck.