A ball travels faster uphill than downhill due to potential energy being converted to kinetic energy as it rolls downhill.
A ball slowing down as it rolls up a hill is an example of kinetic energy being converted into potential energy. As the ball moves uphill, it loses kinetic energy which is converted into gravitational potential energy due to its increased height. This conversion causes the ball to slow down.
As the ball rolls away from you, it will appear to decrease in size and eventually disappear from view due to its distance. The speed at which it moves away will determine how quickly it disappears.
The total displacement of the ball is the difference between the uphill distance (5 meters) and the downhill distance (9 meters), as displacement considers the final position relative to the initial position. Therefore, the displacement of the ball is 9 meters (downhill distance) - 5 meters (uphill distance) = 4 meters.
As the ball rolls across the floor, kinetic energy is converted to heat and sound due to friction between the ball and the surface. The ball's speed and direction may change depending on the surface it is rolling on and any obstacles in its path.
A ball travels faster uphill than downhill due to potential energy being converted to kinetic energy as it rolls downhill.
As soon as the ball touches first base, it is a fair ball, regardless of what happens after that.
A ball slowing down as it rolls up a hill is an example of kinetic energy being converted into potential energy. As the ball moves uphill, it loses kinetic energy which is converted into gravitational potential energy due to its increased height. This conversion causes the ball to slow down.
As the ball rolls away from you, it will appear to decrease in size and eventually disappear from view due to its distance. The speed at which it moves away will determine how quickly it disappears.
The total displacement of the ball is the difference between the uphill distance (5 meters) and the downhill distance (9 meters), as displacement considers the final position relative to the initial position. Therefore, the displacement of the ball is 9 meters (downhill distance) - 5 meters (uphill distance) = 4 meters.
As the ball rolls across the floor, kinetic energy is converted to heat and sound due to friction between the ball and the surface. The ball's speed and direction may change depending on the surface it is rolling on and any obstacles in its path.
Yea. It usually happens if a player bunts the ball and the ball rolls foul after being bunted.
The magnitude of the balls displacement is 9 meters.
Johanna is studying potential energy being converted to kinetic energy as the ball rolls down the ramp. She could also be examining how friction affects the ball's energy transfer and how the height of the ramp impacts the ball's speed.
The size of a ball does affect how fast it rolls. Surface also play a major role in how fast a ball will move.
The total distance traveled by the ball is 5 meters uphill + 9 meters downhill = 14 meters. The ball returns to its original position against the tree.
It's speed will reduce to to friction by gravity.