Recommend Documents. Ahmad A. Your name. Close Send. Remember me Forgot password? Our partners will collect data and use cookies for ad personalization and measurement. Other editions. Enlarge cover. Error rating book. Refresh and try again. Open Preview See a Problem? Details if other :. Thanks for telling us about the problem. Return to Book Page. Contains solved problems with solutions, solved problems; an index to help you quickly locate the types of problems you want to solve; problems like those you'll find on your exams; techniques for choosing the correct approach to problems; and guidance toward efficient solutions.
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By division of equations. Since the resisting force is constant, the gun's recoil is uniformly decelerated. Its final velocity is 19 mls in the -x direction. The bat acts on the ball for 0. Find the average force F exerted on the ball by the bat. The impulse equation then gives -mvo F O. A g pistol lies at rest on an essentially frictionless table. It accidentally discharges and shoots a 1O-gbullet parallel to the table. How far has the pistol moved by the time the bullet hits a wall 5 m away?
She has with her only a 3. How fast is she moving afier she throws the bag of sugar? Initially the boat was at rest. Find the magnitude and direction of the velocity acquired by the boat. Let the mass of the boy and the boxcar be M. He throws a ball of mass m with velocity Votoward the other end, where it collides elastically with the wall and travels back down the length L of the car, striking the opposite side inelastically and coming to rest. Therefore, if V and v are the velocities of the boxcar plus boy and the 9.
US Consider the system composed of a I-kg body and a 2-kg body initially at rest at a center-to-center distance of 1 m. All numerical values quoted in this exercise are to be considered exact, and the 2-kg body is to the right of the I-kg body. What is its resultant acceleration? What would its acceleration be? The stool can turn freely on its axle. Holding the axle vertically with one hand, she grasps the rim of the wheel with the other and spins the wheel clockwise as seen from above.
What happens to the volunteer as she does this? What happens? The instructor now hands the wheel back to the volunteer.
What happens now? What is the result? There are horizontal torques; these result from forces that the floor exerts on the base of the stool. Therefore, the volunteer spins counterclockwise. The volunteer's vertical component of angular momentum must now be zero, so she stops spinning.
The volunteer remains stationary. The volunteer must therefore have a downward vertical angular momentum to keep the total angular momentum pointing down. She must therefore spin clockwise.
Her spin rate is twice as fast as in part d. How much work must be done in setting the top spinning? The work required is 0. The center of the disk is a distance d from the top's point of contact with the table. Is your result consistent with the assumption wp « w. A stream tube is a tube whose surface is made up of streamlines, across which there is no transport of fluid Fig.
In steady flow, the fluid velocity at a given location is independent of time.
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