h) Suppose the block is placed on an inclined plane of angle 0 as shown in the figure. Draw a free-body diagram for the block assuming it is sliding down the incline at constant speed. Mor i) Establish a coordinate system with axes perpendicular and parallel to the incline. Resolve each force into components and write down two relationships that express the fact that the block is moving down the incline with constant speed. j) Solve the equations of part (i) and determine a relationship between the coefficient of friction u and the angle of the incline. Does your result depend on the block's mass or gravity? If not can you explain why?

A massless rope is attached to a block with mass 4 kg that rests on a frictionless, horizontal surface. The horizontal rope passes over a frictionless, massless pulley, and is attached to a block with mass m which is hanging. When the blocks are released, the tension in the rope is 15 N. What is the acceleration of the blocks? a) Find m. b)

Problem Statement: An object of mass M is connected to an object of mass m by a massless string resting over a massless, frictionless pulley. Mass M accelerates on the frictionless surface to the right. M a. Choose an appropriate coordinate system (s) and draw free body diagram(s). Make a table of known/given information and unknown/wanted information. List any physical assumptions you are using to solve the problem. b. Write down Newton's Second Law for both block m and block M. c. What is the acceleration constraint for the two blocks? Massless string Massless, fric- tionless pulley m d. Find a symbolic expression for the acceleration of both blocks M and m. e. Assess the validity of your solutions in the following ways: 1) Check the physical units of your expression for the acceleration for the two blocks. 2) Consider the situation where m = 0. What do you expect the acceleration of block M to be? Does your solution from part d match your expectations in this situation? Consider the…

Can please draw the free body diagram of the problem.  A weightlifter pulls a 200 kg chunk of stone with constant velocity of 0.75 m/s on a horizontal surface with a horizontal force of 600 N. Assume g = 9.8 m/s2. a) Find the coefficient of kinetic friction b) If the rope breaks, how long does it take for the stone to come to rest? c) How far will the stone travel after the rope breaks?