A particle of mass m is free to move along x axis under the influence of a conservative force. The potential energy of the particle is given byU=-ax^(x) e^(-bx) [a and b are positive constants] Find the frequency of small oscillations of the particle about its equilibrium position

A particle of mass m is free to move along x axis under the influence

1.	A particle of mass m is free to move along x axis under the influence of a conservative force. The potential energy of the particle is given byU=-ax^(x) e^(-bx) [a and b are positive constants] Find the frequency of small oscillations of the particle about its equilibrium position
Answer» Answer :`f=(1)/(2PI) sqrt((AE^(-N)n^(n-1))/(MB^(n-2)))`