Exam 9: Rotation
Exam 1: Systems of Measurement86 Questions
Exam 2: Motion in One Dimension83 Questions
Exam 3: Motion in Two and Three Dimensions60 Questions
Exam 4: Newtons Laws106 Questions
Exam 5: Applications of Newtons Laws73 Questions
Exam 6: Work and Energy60 Questions
Exam 7: Conservation of Energy56 Questions
Exam 8: Systems of Particles and Conservation of Linear Momentum92 Questions
Exam 9: Rotation105 Questions
Exam 10: Conservation of Angular Momentum66 Questions
Exam 11: Gravity84 Questions
Exam 12: Static Equilibrium and Elasticity58 Questions
Exam 13: Fluids77 Questions
Exam 14: Oscillations126 Questions
Exam 15: Wave Motion112 Questions
Exam 16: Superposition and Standing Waves87 Questions
Exam 17: Temperature and the Kinetic Theory of Gases78 Questions
Exam 18: Heat and the First Law of Thermodynamics100 Questions
Exam 19: The Second Law of Thermodynamics59 Questions
Exam 20: Thermal Properties and Processes50 Questions
Exam 21: The Electric Field I: Discrete Charge Distributions55 Questions
Exam 22: The Electric Field Ii: Continuous Charge Distributions64 Questions
Exam 23: Electric Potential87 Questions
Exam 24: Capacitance63 Questions
Exam 25: Electric Current and Direct-Current Circuits107 Questions
Exam 26: The Magnetic Field33 Questions
Exam 27: Sources of the Magnetic Field86 Questions
Exam 28: Magnetic Induction56 Questions
Exam 29: Alternating-Current Circuits106 Questions
Exam 30: Maxwells Equations and Electromagnetic Waves57 Questions
Exam 31: Properties of Light82 Questions
Exam 32: Optical Images106 Questions
Exam 33: Interference and Diffraction91 Questions
Exam 34: Wave Particle Duality and Quantum Physics140 Questions
Exam 35: Applications of the Schrodinger Equation42 Questions
Exam 36: Atoms113 Questions
Exam 37: Molecules39 Questions
Exam 38: Solids and the Theory of Conduction75 Questions
Exam 39: Relativity82 Questions
Exam 40: Nuclear Physics107 Questions
Exam 41: Elementary Particles and the Beginning of the Universe68 Questions
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In a fast rotating atomic nucleus the rate of rotation is related to the energy of the emitted gamma-ray according to the relationship "Egamma = 2hf," where h = Planck's constant,and f = rotational frequency.Find the period of rotation that corresponds to an energy of 0.75 MeV.
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Correct Answer:
E
A bicycle wheel,a hollow sphere,and a solid sphere each have the same mass and radius.They each rotate about an axis through their centers.Which has the greatest moment of inertia and which has the least?
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What constant torque,in the absence of friction,must be applied to a wheel to give it an angular velocity of 50 rad/s if it starts from rest and is accelerated for 10 s? The moment of inertia of the wheel about its axle is 9.0 kg · m2.
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Correct Answer:
C
A wheel rotates through 6.0 rad in 2.0 s as it is uniformly brought to rest.The initial angular velocity of the wheel before braking began was
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The rotational inertia of an object about an axis depends on the
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For a hoop (ring)of mass M and radius R that is rolling without slipping,which is greater,its translational or its rotational kinetic energy?
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A solid sphere of radius r = 5 cm and mass m = 0.2 kg rolls in a groove as shown.The angle, ,between the points of contact with the groove is 120 .If the sphere has a linear velocity of 10 mm/s,what is the rotational kinetic energy?

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A disc is free to rotate about an axis.A force applied at a distance d from the axis causes an angular acceleration .What angular acceleration is produced if the same force is applied a distance 2d from the axis?
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Two points,A and B,are on a disk that rotates about an axis.Point A is closer to the axis than point B.Which of the following is not true?
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A wheel rotates with a constant nonzero angular acceleration.Which of the following quantities remains constant in magnitude?
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The disc brakes of a high performance car are often made of carbon fiber instead of iron,thereby reducing the mass.If both types of discs are of the same size and shape,and each iron disc has a mass of 4 kg and each carbon disc has a mass of 1 kg,what is the reduction in rotational kinetic energy at 72 km/h if all the four iron discs in the car are replaced with carbon discs?
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The moment of inertia of a certain wheel about its axle is
mR2.The translational speed of its axle after it starts from rest and rolls without slipping down an inclined plane 2.13 m high is

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Starting from rest at the same time,a coin and a ring roll down an incline without slipping.Which reaches the bottom first?
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In the figure,R1 = R2 and cm is the center of mass.The rotational inertia about an axis through point P1 is I1,the rotational inertia about an axis through point P2 is I2,and the rotational inertia about an axis through the cm is Icm.The relationship among the moments is 

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The moment of inertia of a slim rod about a transverse axis through one end is mL2/3,where m is the mass of the rod and L is its length.The moment of inertia of a 0.24-kg meterstick about a transverse axis through its center is
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Two objects,m1 and m2,both of mass m,are place on a horizontal platform which is rotating at a constant angular velocity.m1 is located at a distance
R from the axis of rotation and m2 is located at a R.The centripetal acceleration of mass m1 ____ to the centripetal acceleration of m2.

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The torque exerted on a perfectly spherical satellite by the gravitational pull of the sun is
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Two blocks m1 (= 0.4 kg)and m2 (= 0.6 kg)are initially positioned at x = 0.6 and x = 1.1m.One cord is used to couple the blocks together and another to attach m1 to a vertical pole at the origin.The blocks are made to rotate in a horizontal circle on a frictionless surface.If the period of rotation is 0.4s then calculate the ratio of the tension for the inner cord divided by the tension in the outer cord.
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A spherical shell and a solid sphere (both of the same total mass)are rotating about a diameter at the same angular frequency and with the same rotational kinetic energy.What is the ratio of the spherical shell radius to the solid sphere (i.e.,Rspherical shell/Rsolid sphere)?
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A solid cylinder,a hollow cylinder,and a square block of equal masses are released at the top of an inclined plane.The cylinders roll down and the block slides down,all with negligible frictional losses.Which of the following will happen?
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