3) The wave function of a particle in an infinite spherical well of radius a is (r, 0, 0) = √(111+11-1) at time t = 0, where the functions on the right are the Unim stationary states for the infinite spherical well. a) What is (r, 0, o, t)? b) Find the one value of r at which there is maximum probability of finding the particle. c) Find the one value of 0 and two values of at which there is maximum probability of find the particle. d) Using the results from parts a and b, what are the two points in cartesian coordinates at which there is maximum probability of finding the particle?