\(\eqalign{ & {v_0} = 0 \Rightarrow {{\rm{W}}_{d0}} = 0;S = 20m; \cr & F = 300N;{F_{ms}} = 200N \cr & {A_{ms}} = - {F_{ms}}.S = - 200.20 = - 4000J. \cr & {A_F} = F.S.\cos {30^0} = 300.20.{{\sqrt 3 } \over 2} = 3000\sqrt 3 J \cr & {{\rm{W}}_d} = \Delta {{\rm{W}}_d} = {A_F} + {A_{ms}} = 3000\sqrt 3 - 4000 \cr&\;\;\;\;\;\;\,\approx 1196J. \cr} \)