function y(), and as the maximum value of sin(2ac/n) is unity. y(x)called wavefunction We derive a differential equation for y b twice differentiating each side of (5) with respect to x, obtaining 4丌2A.2 22SIn n 4丌 (6) OF y(7) This equation has an infinite number of solutions like(5). Firstly, equation (7 in no way place any limitations on A so that an infinite number of acceptable values exist Secondly, the equation does not limit n infunction y(x), and as the maximum value of sin(2x/) is unity. y(x) called wavefunction. We derive a differential equation for y by twice differentiating each side of (5) with respect to x, obtaining This equation has an infinite number of solutions like (5). Firstly, equation (7) in no way place any limitations on A so that an infinite number of acceptable values exist. Secondly, the equation does not limit  in