22) What is the equation of motion for the oscillation? a) =-(12K/m)0 d) = (12K/m)20 b) =-(K/12m)0 e) = -(K/m)20 c)=(12K/m 12)8 23) The general solution of the equation is = A sin(wt) + B cos(wt). Here the angular frequency w is equal to; a) 0 b) 12K/m c)K/m 24) The solution that satisfies the initial conditions is; a) 6=o sin(wt) + cos(wt) d) 6 = cos(wt) d)12Km e)12K/m b) = (o/w) cos(wt) c) = sin(wt) e) 8 = (o/w) sin(wt)