Answer
Given,
$\psi(x)=\psi_0e^{-ikx}$
Thus, the probability density is given by
$|\psi|^2=\psi_0^2$
Since $|\psi|^2$has the same constant value $\psi_0^2$ for all values of $x$, the particle has the same probability of detection at all points along its path. Therefore, the plot of the probability density $|\psi|^2$ would not be altered. It will be same as Fig. 38-13.
Work Step by Step
Given,
$\psi(x)=\psi_0e^{-ikx}$
Thus, the probability density is given by
$|\psi|^2=\psi_0^2$
Since $|\psi|^2$has the same constant value $\psi_0^2$ for all values of $x$, the particle has the same probability of detection at all points along its path. Therefore, the plot of the probability density $|\psi|^2$ would not be altered. It will be same as Fig. 38-13.
