1 Doing Physics 2 Motion In A Straight Line 3 Motion In Two And Three Dimensions 4 Force And Motion 5 Using Newton's Laws 6 Energy, Work, And Power 7 Conservation Of Energy 8 Gravity 9 Systems Of Particles 10 Rotational Motion 11 Rotational Vectors And Angular Momentum 12 Static Equilibrium 13 Oscillatory Motion 14 Wave Motion 15 Fluid Motion 16 Temperature And Heat 17 The Thermal Behavior Of Matter 18 Heat, Work, And The First Law Of Thermodynamics 19 The Second Law Of Thermodynamics expand_more
11.1 Angular Velocity And Acceleration Vectors 11.2 Torque And Vector Cross Product 11.3 Angular Momentum 11.4 Conservation Of Angular Momentum 11.5 Gyroscopes And Precession Chapter Questions expand_more
Problem 1FTD: Does Earths angular velocity vector point north or south? Problem 2FTD: Figure 11.12 shows four forces acting on a body. In what directions are the associated torques about... Problem 3FTD: You stand with your right arm extended horizontally to the right. Whats the direction of the... Problem 4FTD: Although it contains no parentheses, the expression ABC is unambiguous. Why? Is the expression a... Problem 5FTD: Whats the angle between two vectors if their dot product is equal to the magnitude of their cross... Problem 6FTD: Why does a tetherball move faster as it winds up its pole? Problem 7FTD: Why do helicopters have two rotors? Problem 8FTD: A group of polar bears is standing around the edge of a slowly rotating ice floe. If the bears all... Problem 9FTD: Tornadoes in the northern hemisphere rotate counterclockwise as viewed from above. A far-fetched... Problem 10FTD: Does a particle moving at constant speed in a straight line have angular momentum about a point on... Problem 11FTD: When you turn on a high-speed power tool such as a router, the tool tends to twist in your hands.... Problem 12FTD: Why is it easier to balance a basketball on your finger if its spinning? Problem 13FTD: A bug, initially at rest on a stationary, frictionless turntable, walks halfway around the... Problem 14FTD: If you increase the rotation rate of a precessing gyroscope, will the precession rate increase or... Problem 15E: A car is headed north at 70 km/h. Give the magnitude and direction of the angular velocity of its... Problem 16E: If the car of Exercise 15 makes a 90 left turn lasting 25 s, determine the average angular... Problem 17E: A wheel is spinning at 45 rpm with its axis vertical. After 15 s, its spinning at 60 rpm with its... Problem 18E: A wheel is spinning about a horizontal axis with angular speed 140 rad/s and with its angular... Problem 19E: A 12-N force is applied at the point x = 3 m, y = 1 m. Find the torque about the origin if the force... Problem 20E: A force F=1.3i+2.7jN is applied at the point x = 3.0 m, y = 0m. Find the torque about (a) the origin... Problem 21E: When you hold your arm outstretched, its supported primarily by the deltoid muscle. Figure 11.13... Problem 22E: Express the units of angular momentum (a) using only the fundamental units kilogram, meter, and... Problem 23E: In the Olympic hammer throw, a contestant whirls a 7.3-kg steel ball on the end of a 1.2-m cable. If... Problem 24E: A gymnast of rotational inertia 62 kg m2 is tumbling head over heels with angular momentum 470... Problem 25E: A 640-g hoop 90 cm in diameter is rotating at 170 rpm about its central axis. Whats its angular... Problem 26E: A 7.4-cm-diameter baseball has mass 145 g and is spinning at 2000 rpm. Treating the baseball as a... Problem 27E: A potters wheel with rotational inertia 6.40 kg m2 is spinning freely at 19.0 rpm. The potter drops... Problem 28E: A 3.0-m-diametcr merry-go-round with rotational inertia 120kg m2 is spinning freely at 0.50 rev/s.... Problem 29E: A uniform, spherical cloud of interstellar gas has mass 2.0 1030 kg, has radius 1.0 1013 m, and is... Problem 30E: A skater has rotational inertia 4.2 kg m2 with his fists held to his chest and 5.7 kgm2 with his... Problem 31P: You slip a wrench over a bolt. Taking the origin at the bolt, the other end of the wrench is at x =... Problem 32P: Vector A points 30 counterclockwise from the x-axis. Vector B has twice the magnitude of A. Their... Problem 33P: A baseball player extends his arm straight up to catch a 145-g baseball moving horizontally at 42... Problem 34P Problem 35P: A weightlifters barbell consists of two 25-kg masses on the ends of a 15-kg rod 1.6 m long. The... Problem 36P Problem 37P: Two identical 1800-kg cars are traveling in opposite directions at 83 km/h. Each cars center of mass... Problem 38P: The dot product of two vectors is half the magnitude of their cross product. Whats the angle between... Problem 39P: Biomechanical engineers have developed micromechanical devices for measuring blood flow as an... Problem 40P: Figure 11.15 shows the dimensions of a 880-g wooden baseball bat whose rotational inertia about its... Problem 41P: As an automotive engineer, youre charged with redesigning a cars wheels with the goal of decreasing... Problem 42P: A turntable of radius 25 cm and rotational inertia 0.0154 kg m2 is spinning freely at 22.0 rpm... Problem 43P: A 17-kg dog is standing on the edge of a stationary, frictionless turntable of rotational inertia 95... Problem 44P: A physics student is standing on an initially motionless, frictionless turntable with rotational... Problem 45P: Youre choreographing your schools annual ice show. You call for eight 60-kg skaters to join hands... Problem 46P: Find the angle between two vectors whose dot product is twice the magnitude of their cross product. Problem 47P: A circular bird feeder 19 cm in radius has rotational inertia 0.12 kg m2. Its suspended by a thin... Problem 48P: A force F applied at the point x = 2.0 m, y = 0 m produces a torque4.6k N m about the origin. If... Problem 49P Problem 50P Problem 51P: Jumbo is back! Jumbo is the 4.8-Mg elephant from Example 9.4. This time hes standing at the outer... Problem 52P: An anemometer for measuring wind speeds consists of four small cups, each with mass 124 g. mounted a... Problem 53P: A turntable has rotational inertia I and is rotating with angular speed about a frictionless... Problem 54P: A uniform, solid, spherical asteroid with mass 1.2 1013 kg and radius 1.0 km is rotating with... Problem 55P: About 99.9% of the solar systems total mass lies in the Sun. Using data from Appendix E, estimate... Problem 56P: Youre a civil engineer for an advanced civilization on a solid spherical planet of uniform density.... Problem 57P: In Fig. 11.18, the lower disk, of mass 440 g and radius 3.5 cm, is rotating at 180 rpm on a... Problem 58P: A massless spring with constant k is mounted on a turntable of rotational inertia I, as shown in... Problem 59P: A solid ball of mass M and radius R is spinning with angular velocity 0 about a horizontal axis. It... Problem 60P: A time-dependent torque given by = a + b sin ct is applied to an object thats initially stationary... Problem 61P: Consider a rapidly spinning gyroscope whose axis is precessing uniformly in a horizontal circle of... Problem 62P: When a star like our Sun exhausts its fuel, thermonuclear reactions in its core cease, and it... Problem 63P: Pulsarsthe rapidly rotating neutron stars described in Example 11.2have magnetic fields that... Problem 64P Problem 65PP: Figure 11.22 shows a demonstration gyroscope, consisting of a solid disk mounted on a shaft. The... Problem 66PP: Figure 11.22 shows a demonstration gyroscope, consisting of a solid disk mounted on a shaft. The... Problem 67PP: Figure 11.22 shows a demonstration gyroscope, consisting of a solid disk mounted on a shaft. The... Problem 68PP: Figure 11.22 shows a demonstration gyroscope, consisting of a solid disk mounted on a shaft. The... format_list_bulleted