y= The (mass m) slides down the baggage chute shown, with a coefficient of friction uk. At the point shown it has a velocity of v. Determine the acceleration of the suitcase and the normal force between it and the chute at that point. a) Solve the problem algebraically first b) Solve the problem for m = 15kg, d = 2m, v = 3m/s
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- Suppose that the net external force exerted on a object is 5.62 N. The mass of the object is 1.64 kg. What is its acceleration? 2 Input your answer in m/s using 3 sinificant figures.Needs Complete typed solution with 100 % accuracy.take the x-axis along the incline (say, downhill) and the y-axis perpendicular to the incline, say upwards and solve the problem again. Then write down Newton's 2nd law in the x- and y-direction again, and find the connection between FN and FG
- A man of mass 69 kg stands tries to stand on a sloping surface that rises at 20 degrees to the horizontal. Assuming that the man is able to stand still, draw a free body diagram for the man. N = Normal N Number 110 Fg Delete Assuming the man is able to stand still, what would be the magntiude of the frictional force on him? (Give the answer in Newtons-numerical value only, no units) Remaining Time: 03:26:36 nimmt af atatin drintion habınan abana and the dans le 00 14 the man be able to stand hard alidima? NextTwo boxes are connected by a massless string across a massless frictionless pulley. Box S has a mass M and box H has a mass m. write Newton's 2nd law equation for these objects, horizontal component only for box S and vertical component only for box H. solve algebraically for acceleration of the boxes. given M = 8.4 kg and m = 5.7 kg, use the equation from the previous part to find the value of the acceleration. use this answer to find the tension of the string.A 2.3-kg fireworks shell is fired at an angle of 19.5° from the vertical from a mortar and reaches a height of 31 m. Take the upward direction to be positive for this problem. 1.) neglecting air resistance, calculate the shell's speed in m/s when it leaves the mortar. 2.) The mortar itself is a tube .525 meters long, calculate the acceleration of the shell, in the tube as it is propelled from rest to the speed found in part 1? 3.) What is the average net force in newton acting on the shell in the mortar?