A cart loaded with sand moves along a horizontal floor due to constant force F, coinciding in direciton with the velocity of cart. In the process the sand spills through a hole in the bottom with a constant rate mu kgs^(-1). If at the initial moment t = 0 the cart with loaded sand has the mass m_(0) and its velocity was equal to zero (beglect friction). Then

A cart loaded with sand moves along a horizontal floor due to constant

1.	A cart loaded with sand moves along a horizontal floor due to constant force F, coinciding in direciton with the velocity of cart. In the process the sand spills through a hole in the bottom with a constant rate mu kgs^(-1). If at the initial moment t = 0 the cart with loaded sand has the mass m_(0) and its velocity was equal to zero (beglect friction). Then
Answer» the acceleration of the cart at time t is `(F)/(m_(0)-mu t)` the VELOCITY of the cart at time t is `(F)/(mu) ln[(m_(0))/(m_(0) - mu t)]` the acceleration of the cart at time t is `(F)/(m_(0) + mu t)` the velocity of the cart at time t is `(F)/(2MU)ln[(m_(0))/(m_(0)-mu t)]` ANSWER :A::B::C