80 meters A2 The equation that will give you the answer comes from either "conservation of mechanical energy" or from the study of kinematics. If you neglect air resistance the equation is; V = SquareRoot( 2gh) where h = 80 m (given) and g = 9.8 m/ss (acceleration due to gravity). V = SquareRoot( 2 x 9.8 x 80 ) = squareRoot( 1568) = 39.6 m/s Because of air resistance the speed will be a bit slower then 39.6 m/s but there is not enough information given to calculate this.
You can't tell how fast it is going without the time it took to hit the floor.
Gravities pull is approx. 9.82 meters per second
The balls bounce because gravity is what pulls the falling ball towards the ground! As it falls the ball gains energy from its movement
529.2 J
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.
Ignoring Air Resistance, on earth near the earths surface gravity applies a force on all bodies. The acceleration the ball will experience is -9.8 meters per second per second (i.e. it will slow the ball down. When the ball then falls to the ground from the apogee of the throw it will continue to accelerate at 9.8 meters per second per second per second and will hit the ground at the same speed it left the ground originally. So each second it will slow by 9.8 meters per second. 9.8 meters per second, (or 32.2 feet per second), if the experiment is carried out on or near the surface of the earth. 1.6 meters (5.25 feet) per second, if it's on or near the surface of the moon. 3.52 meters (11.5 feet) per second, if it's on or near the surface of Mars.
PE = m•g•h, where m is mass in kg, g is 9.8m/s2, and h is height above the earth in meters. When the ball hits the ground, it is zero meters above the earth, therefore its PE is zero.
No, when a ball falls onto the ground in a lacrosse game it is referred to as a 'ground ball'.
it falls to the ground
it would hit the ground if there was one to hit
64 METERSA+
If the ball touches the ground, the runner is down. This is why 'the ground cannot cause a fumble.'
A ground ball is when a player picks the ball up from the ground. The ball is often dropped and ground ball pickups are a vital skill to have. A ball thrown and intercepted by the opposing team is also considered a ground ball for the person intercepting the pass.
Potential, changing to kinetic when you release it and it falls.
You need to know how fast the ball is going, and divide the speed by the distance, which is 3 meters.
Gravitational pull.
The balls bounce because gravity is what pulls the falling ball towards the ground! As it falls the ball gains energy from its movement
529.2 J
Wet, because in has more weight on it. If a tennis ball is wet it can't bounce it just falls and stays on the ground.