No. When the ball falls, there are two forces acting on it; one is the gravitational force and the other air resistance, which is dependant on speed. At the point it is released. Its instantaneous speed is 0m/s The next second, 10m/s, (result of acceleration). the ball will undergo decreasing acceleration. Thus the distance it falls each second is different.
The mechanical energy of the ball is conserved as it falls freely in a vacuum, meaning the sum of its potential and kinetic energy remains constant. Additionally, the total momentum of the ball is conserved during its free fall.
9.8 meters if you are on the planet Earth. Weight does not matter.
increases while potential energy decreases. This is because the ball is losing height and gaining speed as it falls due to the force of gravity acting upon it.
The potential energy that gathered as the ball was ascending rapidly converts to kinectic energy as the ball falls downwards, at a rate of 9.801 meters/second squared.
The total distance traveled by the ball when it reaches the ground is 24 meters. The ball travels 8 meters as it falls, and then bounces back half the distance (4 meters) and continues this pattern until it reaches the ground.
The mechanical energy of the ball is conserved as it falls freely in a vacuum, meaning the sum of its potential and kinetic energy remains constant. Additionally, the total momentum of the ball is conserved during its free fall.
They would fall in same time in a vacuum, but if air is present the ball falls faster due to high air resistance on the leaf
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9.8 meters if you are on the planet Earth. Weight does not matter.
no
increases while potential energy decreases. This is because the ball is losing height and gaining speed as it falls due to the force of gravity acting upon it.
If the ball went in the pocket during the second shot, then it was sunk on that shot just as if it had been hit down by another ball.
The potential energy that gathered as the ball was ascending rapidly converts to kinectic energy as the ball falls downwards, at a rate of 9.801 meters/second squared.
It all depends on the weight of the ball but if a tennis ball was thrown it would travel 2 1/2M in 2 seconds but cannot be calculated like this because the further the ball falls the more speed it gains. However there is a trick to this question because the 2nd second is only one second itself. making the answer 1M and 10CM !
The total distance traveled by the ball when it reaches the ground is 24 meters. The ball travels 8 meters as it falls, and then bounces back half the distance (4 meters) and continues this pattern until it reaches the ground.
The distance a rubber ball falls in 10 seconds will depend on the height from which it is dropped and the acceleration due to gravity. On Earth, neglecting air resistance, the general equation to calculate the distance fallen is: distance = 0.5 * acceleration due to gravity * time^2.
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