Yes
it differs because the weight and height you throw it at differs making the force that it hits the ground differ which obviously will differ how much it goes up
It all depends on the height the ball has been dropped and the weight of the ball.
yes
yes By snerderwerder (my nickname)
On the object's weight and height above the chosen reference level (for example, above ground level).On the object's weight and height above the chosen reference level (for example, above ground level).On the object's weight and height above the chosen reference level (for example, above ground level).On the object's weight and height above the chosen reference level (for example, above ground level).
Reflexology does not affect height but could affect weight. Reflexology can release toxins that have built up in the body which might affect weight gain or loss.
Weight affects a balls bounce Size affects the weight and the radius affects the size The most important factor is what material the ball is made from.
Weight, height above the ground level (or other reference level), the strength of the gravitational field.Weight, height above the ground level (or other reference level), the strength of the gravitational field.Weight, height above the ground level (or other reference level), the strength of the gravitational field.Weight, height above the ground level (or other reference level), the strength of the gravitational field.
The outdoor balls are a bit rigid and stronger. More the weight more the height is. It is as simple as that. Indoor balls are a bit softer(mainly not rigid) {less grip when compared to outdoor ball}..............
Bounce is affected by the elasticity of the ball and its internal pressure. The more elastic and optimum pressure, the better the bounce. However, weight is another factor, a heavy ball with the same elasticity and internal pressure as another ball will not bounce as high since force is a function of mass and velocity.
Yes because the panda would be bigger nd have more weight.
The higher the height at which the ball is dropped from, the higher the ball bounces. Look at it in terms of energy. Initially, before the ball is dropped, the ball's potential energy, E is given by E = mgh, where m is the mass of the ball, g is the gravitational acceleration and h is the height of the ball. When the ball is dropped, the potential energy is converted to kinetic energy, and at the point of impact, , i.e. when the ball is level with the ground, and h = 0, the kinetic energy is E, given by E = 0.5mv2, where v is the velocity of the ball. The ball hits the ground, and rises again - its kinetic energy is being converted back to potential energy. The ground absorbs some of the energy upon impact, but most of the energy stays with the ball. So the kinetic energy is converted to potential energy, and once all of the kinetic energy is converted, the ball reaches its maximum height. Clearly, a higher kinetic energy corresponds to a higher bounce height. 0.5mv2 = mgh The amount of energy that the ground absorbs does not change much with the height of the ball as well.As the drop-height increases, the bounce-height too will increase, but not always in direct proportion. The efficiency will decrease as the drop height is increased.