This question has several parts that must be completed sequentially. Derivation An important property of the wave functions of the particle in a one-dimensional box is that they are orthogonal; that is, WnUm dt = 0 m in Jall space or specifically for the particle in a one-dimensional box, "L 6 WnUm dx = 0 m # n 1/2 sin X Prove this statement using 41 and 42 and 4n(x) = L L Step 1 of 3 Define 41 and 42 by substituting for n in the given equation. (Use the following as necessary: L and x.) W1 = 42 =