A particle P of mass m=1 moves on the x-axis under the force field
F=36/(x^3) - 9/(x^2) (x>0).
Show that there is a single equilibrium position for P and that it is stable. Find the period of small oscillations about this point.
F=36/(x^3) - 9/(x^2) (x>0).
Show that there is a single equilibrium position for P and that it is stable. Find the period of small oscillations about this point.