A particle of mass m is contained in a one-dimensional infinite well extending fromLto x=-2LThe particle is in its ground state given by ø.(x)= /2/L cos(zx/L).X = -The walls of the box are moved suddenly to form a box extending from x = -L to x= L.what is the probability that the particle will be in the ground state after this suddenexpansion?

Given: Particle's ground state wave function for x=-L2 to x=L2 ,ϕ0(x)=2LcosπxL

A particle of mass m is contained in a one-dimensional infinite well extending from L L to x= 2 The particle is in its ground state given by ø,(x)= /2/L cos(zx/L). X =- 2 The walls of the box are moved suddenly to form a box extending from x = -L to x=L. what is the probability that the particle will be in the ground state after this sudden expansion?

A particle of mass m is contained in a one-dimensional infinite well extending from L L to x= 2 The particle is in its ground state given by ø,(x)= /2/L cos(zx/L). X =- 2 The walls of the box are moved suddenly to form a box extending from x = -L to x=L. what is the probability that the particle will be in the ground state after this sudden expansion?