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What is the acceleration of a rock thrown straight upward on the way up? At the top of its flight? On the way down?
The Kelvin temperature of its hot reservoir is quadrupled, and the Kelvin temperature of its cold reservoir is doubled. What is the efficiency that results?
When the ball is accelerating at -0.64m/s^2, how fast is is moving?
The space between two concentric conducting spherical shells of radii b = 2.40 cm and a = 1.20 cm is filled with a substance of dielectric constant ? = 13.1. A potential difference V = 89.0 V is applied across the inner and outer shells.
In the Millikan oil-drop experiment illustrated in the figure below, an atomizer is used to introduce many tiny droplets of oil between two oppositely charged parallel metal plates, Estimate the radius of an oil drop of density 854 kg/m3 for which it..
As you bounce a tennis ball of mass 5.30 10-2 kg off a wall, its velocity changes from vx = 10.5 m/s to vx = -7.4 m/s. Find the impulse applied to the ball
Looking out the window of a train you observe the passengers on a second train moving in the opposite direction at a constant velocity. determines which of the two trains is actually moving
A solid sphere of radius = 8 cm and mass = 5 kg is sitting on a level table and is attached with a string over a pulley, Calculate the final angular and linear speeds of the sphere
The mass of James is 80 kg and the plane's mass is 30,000 kg. What is the net force that acts on James?
consider a pulsar a collapsed star of extremely high density with a mass m equal to that of the sun 1.98 times 1030 kg
How far in front of the cattle should the pilot release the hay so that the bales will land at the point where the cattle are stranded.
A sphere with radius 0.185m has density p that decreases with distance r from the center of the sphere according to p=3250 kg/m^(3) - (8750 kg/m^(3))r. Find total mass of the sphere
A hockey player is standing on his skates on a frozen pond when an opposing player, moving with a uniform speed of 2.0 m/s, How long does it take him to catch his opponent
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