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4.0 m Question 4: A 2.0 kg particle slides down from rest from position A. When it reaches B, it enters a rough horizontal segment with f4k-0.20, and eventually comes to rest at D. The surface from A to B is frictionless, and point A is located 4.0 m above the ground (a) Draw a free body diagram (FBD) for the particle at A (b) Draw a free body diagram (FBD) for the particle at C (c) Is the total energy of the particle conserved from A to B? Why? (d) Is the total energy conserved from B to D? Why? (e) Let asp be the acceleration of the particle from B to D (it has constant (h) Complete the next three tables. 0) By noting that the particle does not have a vertical acceleration while moving from B to D, compute the magnitude of the normal force on the particle. (Hint: apply the second law to the vertical direction in BD: the sum of all the vertical forces along the vertical in BD equals mass times the vertical acceleration in BD.) Use your answer from part (i) to compute the magnitude of the force of kinetic friction experienced by the particle in BD. acceleration in this region.) Draw aRD on the figure (f) What is the value of ? (e) Complete the next table and find the value of I, the speed of the (k) Compute ax,the x component of the particles acceleration in the BD region. (Hint: use the second law along the horizontal section BD.) particle at point B (1) Using the appropriate kinematical equation, find Axa
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