Question

The problem statement, all variables and given/known data
A particle of mass m is moving in one dimension in a potential V(x,t). The wave
function for the particle is: ψ = Axe^([-sqrt(km)/2h_bar]*x^2)e^([-isqrt(k/m)]*3t/2). For -infinitity < x < infinity, where k and A are constants. Normalize this wave function.
Relevant equations
Normalization of wave function in one dimension:
∫ψ*ψdx = 1

Answer 1

The problem statement, all variables and given/known data
A particle of mass m is moving in one dimension in a potential V(x,t). The wave
function for the particle is:\[ ψ = Axe^([-\sqrt(km)/2h_\bar]*x^2)e^([-isqrt(k/m)]*3t/2). \]
Normalize this wave function.
Relevant equations
Normalization of wave function in one dimension:
∫ψ*ψdx = 1

Answer 2

Wanna try this question @ParthKohli