Calculus Based Physics 3 Chapter 41 Question 2

? Help Review | Constants Part A For the following state of a particle in a three-dimensional box, at how many points is the probability distribution function a maximum: nx = 1, ny = 1, nz = 1? Express your answer as an integer. N = 1 Submit Previous Answers V CorrectPart B At what points is the probability distribution function a maximum for the following state: nx = 1, ny = 1, nz = 1? Check all that apply. O : = L/4, y = L/2, 2 = L/4 O x = L/2, y = L/2, z = L/2 O = = L/2, y = L/3, z = L/4 O x = L/3, y = L/3, z = L/3 Submit Request AnswerV Part C For the following state of a particle in a three-dimensional box, at how many points is the probability distribution function a maximum: nx= 2, ny= 2, nz = 1? Express your answer as an integer. N = 4 Submit Previous Answers CorrectPart D At what points is the probability distribution function a maximum for the following state: nx= 2, ny= 2, nz = 1? Check all that apply. O := 3L/2, y = 5L/2, z = L/4 D = L/4, y = L/4, z = L/2 O x = 3L/4, y = 3L/4, z = L/2 O x = 3L/4, y = L/4, z = L/2 O x= 3L/2, y = 3L/2, z = 3L/2 O x = L/2, y = L/3, z = L/3 O x = L/4 y = 3L/4, 2 = L/2 Submit Request