The spring has a force constant of 24N/m. The mass of the block attached to the spring is 4 kg. Initially the block is at rest and spring is unstretched. The horizontal surface is frictionless. If a constant horizontal force of 10N is applied on the block, then what is the speed of the block when it has been moved through a distance of 0.5 m? Share with your friends Share 18 Ved Prakash Lakhera answered this force constant of spring=24N/m.mass of the block=4Kg.horizontal force= 10N. Therefore when this force of 10N is pulling the mass 4Kgfollowing is the eqn of motion, F-K x=m a 10-24×0.5=4×aor 4a=10-12or a=-0.5m/s2.Here negative sign shows that acceleration of the spring is taking place in adirection opposite to that of a force acting.let ue pressume the block of mass 4Kg starts with initial velocity u=0and attains velocity v after travelling distance x=0.5m, therefore, v2 = 0+2×0.5×0.5=2×0.25.or v=0.5×2 = 0.5×1.4=0.7m/s. 1 View Full Answer