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pracexam3

Course: PHYS 152, Fall 2011
School: IUPUI
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EXAM PRACTICE 3 PHYS 15200 NOTE 1) Your official exam will have different questions. 2) You will be tested on your mastery of concepts and problem-solving skills. 3) You will be given a formula sheet to use during the exam. 3) The solutions to this practice exam will be discussed in lecture. Part I. Multiple Choice Questions [2 pts each] Directions: Choose the alternative that best completes the statement or...

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EXAM PRACTICE 3 PHYS 15200 NOTE 1) Your official exam will have different questions. 2) You will be tested on your mastery of concepts and problem-solving skills. 3) You will be given a formula sheet to use during the exam. 3) The solutions to this practice exam will be discussed in lecture. Part I. Multiple Choice Questions [2 pts each] Directions: Choose the alternative that best completes the statement or answers the question. Unless otherwise stated, assume ideal conditions (no air resistance, uniform gravity, etc.) 1) A constant nonzero net torque is exerted on an object. Which of the following statements is true regarding the motion of the object? (Only one choice is possible.) (A) It has zero angular velocity. (C) It has a constant nonzero angular acceleration. (B) It has zero angular acceleration. (D) None of these. 2) A balls rolls without slipping down the incline plane shown in the diagram. What is the direction of its angular acceleration vector? (A) into the page (C) up the incline (E) None of these. (B) out of the page (D) down the incline 3) An iceskater is spinning about a vertical axis through her center of mass. She initially holds her arms close to her body. She then stretches out her arms away from her body such that her moment of inertia increases by a factor of two. How does her kinetic energy change? (A) decreases by a factor of 2 (C) decreases by a factor of 4 (E) None of these (B) increases by a factor of 2 (D) increases by a factor of 4 4) A spherical shell of mass M and radius R has a moment of inertia Icm about its center of mass. Which expression correctly describes the moment of inertia of the rod+ball system about the axis shown in the diagram? (A) Icm + MR2 (C) Icm + 3MR2 (E) None of the above (B) Icm + 2MR2 (D) Icm + 4MR2 2R axis 5) Consider a coin sitting on a horizontal spinning disk, a radius r from its axis of rotation. The disk is spinning about its center of mass at constant speed. Which of the following quantities is nonzero for the coin? (Only one choice is possible.) (A) net torque (C) tangential velocity (E) None the of above (B) angular acceleration (D) tangential acceleration Page 1 of 4 PRACTICE EXAM 3 PHYS 15200 Part II. Word Problems [30 pts each] Directions: Solve each problem. Show your work to receive full credit. Box your final answer and record its appropriate unit. 1) 0.300 N A spool consists of a cylinder of radius 2.00 cm bonded to a cylinder of radius 4.00 cm. The spool has a mass 0.280 kg and a moment of inertia 3.36104 kg-m2 about its center. Massless thread is wrapped around the smaller cylinder. The spool sits initially at rest on a flat table with friction. A constant horizontal force of 0.300 N pulls the thread to the right. As a result, the spool rolls to the right without slipping. (A) What is the linear acceleration of the center of the spool? (B) What is its angular speed in 2.00 s? Page 2 of 4 PRACTICE EXAM 3 PHYS 15200 2) A uniform solid ball (mass M, radius R) attached to one end of a massless string to form a pendulum. The other end of the string is attached to a pivot at the ceiling. The pendulum is initially held at rest horizontally and then released. When the pendulum reaches the vertical position, it strikes a block (mass M) initially at rest along a frictionless flat surface. Assume that the collision is inelastic. (A) What is the angular speed of the pendulum when it reaches the vertical position? (B) Suppose that the angular speed of the pendulum immediately after the collision is exactly half the value you found in Part A. What is the linear speed of the block immediately after the collision? Page 3 of 4 PRACTICE EXAM 3 PHYS 15200 3) cable 50 L A uniform beam (mass 40.0 kg, length L) is hinged to the floor at one end. The beam is held at 50 to the floor by a cable attached to the other end. A load of mass 20.0 kg hangs at rest from the same end. (A) What is the tension in the cable? (B) What is the horizontal contact force on the beam exerted by the hinge? (C) What is the vertical contact force on the beam exerted by the hinge? Page 4 of 4
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IUPUI - PHYS - 152
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Pre-Lab08: SIMPLE HARMONIC MOTIONDue at the beginning of the lab periodNameConsider a mass connected to a Hookes law spring oscillating along the x axis in simpleharmonic motion. The equation for the position of the mass is given by x(t) = Asin(t + ),
IUPUI - PHYS - 152
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IUPUI - PHYS - 152
EXAM 1A SOLUTIONS PHYS 15200 Part I. Multiple Choice Questions [2 pts each]1) C2) E3) B4) E5) CPart II. Word Problems [30 pts each]1) (A) Set v(t) = 0 and solve for t t = 4 sPlug into x(t) = 6t2 t3 x = 32 m = maximum(B) Plug 3 s into FNet = ma
IUPUI - PHYS - 152
EXAM 1B SOLUTIONS PHYS 15200 Part I. Multiple Choice Questions [2 pts each]1) A2) C3) C4) A5) DPart II. Word Problems [30 pts each]1) (A) a(t ) = 36 12t = 0 t = 3 s, so v(3 s) = 54 m/s = maximum(B) FNet = ma(2 s) = 120 N2) v0y = 1.5 m/s; vx = 4
IUPUI - PHYS - 152
EXAM 2A SOLUTIONS Part II. Word Problems [30 pts each]1) (A) At the top of the loop, FNet = N + mg =mv 2.rSet N = 0 to obtain minimum speed vmin = gr = 7.80 m/sN mg (B) Use conservation of total mechanical energy:21kx 2 = 1 mvmin + mg ( 2r
IUPUI - PHYS - 152
EXAM 2B SOLUTIONS Part II. Word Problems [30 pts each]1) (A) Use conservation of total mechanical energy:1mv 2 = mgh2h=L L 2v= 3.26 m = L(1 cos) = 54.42gh mv 2(B) At the bottom of the rope, FNet = T mg =.LT = m( g + v 2 /L) = 901
IUPUI - PHYS - 152
EXAM 3A SOLUTIONSPart I Multiple Choice Questions1) A 2) B 3) D 4) A 5) BPart II Word Problems1) 0 = 1200 rpm = 40 rad/s; = 5500 rpm = 550/3 rad/s 0(A) == 180 rad/s2t(B) = 1 ( 0 + )t = 140 rev2(C) = I = 1.62 N-m2)(A) I = 1/3ML2 + mr2 = 0.627
IUPUI - PHYS - 152
EXAM 3A SOLUTIONSPart I Multiple Choice Questions1) A 2) B 3) D 4) A 5) BPart II Word Problems1) 0 = 1200 rpm = 40 rad/s; = 5500 rpm = 550/3 rad/s 0(A) == 180 rad/s2t(B) = 1 ( 0 + )t = 140 rev2(C) = I = 1.62 N-m2)(A) I = 1/3ML2 + mr2 = 0.627
IUPUI - PHYS - 152
EXAM 3B SOLUTIONSPart I Multiple Choice Questions1) B 2) D 3) A 4) D 5) BPart II Word Problems1) 0 = 5000 rpm = 500/3 rad/s; = 440 rpm = 44/3 rad/s 0(A) == -133 rad/s2t(B) = 1 ( 0 + )t = 163 rev2(C) I = / = (-58 N-m) / (-133 rad/s2) = 0.437 kg
IUPUI - PHYS - 152
EXAM 3B SOLUTIONSPart I Multiple Choice Questions1) B 2) D 3) A 4) D 5) BPart II Word Problems1) 0 = 5000 rpm = 500/3 rad/s; = 440 rpm = 44/3 rad/s 0(A) == -133 rad/s2t(B) = 1 ( 0 + )t = 163 rev2(C) I = / = (-58 N-m) / (-133 rad/s2) = 0.437 kg
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