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Suppose that gravatational mass and inertial mass aredifferent but they are proportional to one another. Would heavy andlight objects then fall at the same rate? As an explicit example,assume that inertial mass is twice as great as gravatational mass. Determine the acceleration of a freely falling object near thesurface of the Earth.
A falling skydiver of mass 86.0 kg accelerates downward at 6.7 m/s2. What is the upward force due to air resistance
A snow maker at a resort pumps 260 kg of lake water per minute and sprays it into the air above a ski run. how much heat does the snow-making process release each minute
At time t = 0 s, a puck is sliding on a horizontal table with a velocity 3.60 m/s, 35.0° above the +x axis, What is the velocity of the puck at time t = 1.50 s
A fox locates its prey under the snow by slight sounds rodents make. how long the fox is in the air
Two cars with equal mass collide head on. One car is going 18 mph. That car is push backward about 38 feet. What is the speed of other vehicle.
Treating the clouds as an ideal gas with adiabativ index γ=5/3 work out the relationship between the inital and final temperatures for a given radius.
A total charge Q = -4.6 x10^-6 C is distributed uniformly over a quarter circle arc of radius a = 7.4 cm, What is the linear charge density along the arc
A 100-m-long train accelerates uniformly from rest. If the front of the train passes a railway worker 166-m down the track at a speed of 21 m/s, what will be the speed of the last car as it passes the worker.
During the pitching motion, a baseball pitcher exerted an average horizontal force of 60 N against the 0.15 kg baseball while moving it through a horizontal displacement of 2.0 m before he released it
The depth of the Pacific Ocean in the Mariana Trench is 36,198 ft. What is the gauge pressure at this depth
A pot of hot water is boiling on your stove. The pot is in the shape of a round cylinder made of aluminum which is 10 cm in radius. find the temperature of the inner surface of the bottom of the pot
What is the potential at the center of a square with point charges +1, +2,+ 2, +3 arranged at its corners and side length s? What is the work done to place the charges at the corners
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