In this investigation I will conduct a number of experiments and collect a number of results and attempt to work out how much energy is lost by a bouncing ball in various situations.

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In this investigation I will conduct a number of experiments and collect a number of results and attempt to work out how much energy is lost by a bouncing ball in various situations.

Planning Experimental Procedures

In this investigation I will conduct a number of experiments and collect a number of results and attempt to work out how much energy is lost by a bouncing ball in various situations. Before I begin will make some predictions, and hopefully my results will support these predictions.

My first prediction is that hollow balls will bounce higher than non-hollow balls. I think that hollow balls will always bounce higher than non-hollow ones, and that the heavier a hollow ball is the higher it will bounce. I think this will happen because the gas inside the hollow ball will be able to store some of the energy when the ball hits the ground, so more energy will be conserved and less energy will be lost. When it is time for the ball to bounce upwards the stored energy will be transferred back into kinetic energy and allow the ball to bounce well. In non-hollow balls there is nowhere for energy to be stored before the bounce, so more of it will be wasted and transferred into heat and sound energy. I think that the weight of the ball will affect the height of the bounce because the heavier a ball is the more potential energy it has.

To test this prediction I will first weigh each ball and then classify it as either hollow or non-hollow. I will then drop each ball twice from one metre and take an average. I will take an average so that if I get any anomalous results they will hopefully not affect the results too much because the other result will average it out. In our pair one of us will drop the ball and the other will then record how high the ball bounces. By having one person to drop the ball and one person to measure how high it bounces it will hopefully be possible to gain more accurate results because I will not have to drop the ball and then bend down to see how high it is bounced. This will be needed more on the balls that do not bounce as high because if only one person was taking the results he might have to drop the ball and then bend down almost a metre in a split second. The diagram on the page below shows the apparatus that was used to conduct this experiment.

My next prediction is that the higher a ball is dropped from the higher it will bounce back up. I think this because the higher a ball is dropped from the more potential energy it has. This means that when it is just about to hit the ground it will have more kinetic energy the higher it is dropped from. Again I think that the hollow balls that are hard will bounce higher (see prediction above).

To test this prediction I will drop all the balls from eight heights (25cm, 50cm, 75cm, 100cm, 125cm, 150cm, 175cm, and 200cm). I will drop the balls twice and take an average (see method above). I will conduct the dropping in the same way as I did in the previous test, with one person dropping the ball and the other person seeing how high the ball bounced. Eight heights will be used as it will give a good range of results and will hopefully be able to see some patterns.

My third prediction is that the higher the first bounce of the ball is the longer the ball will take to stop bouncing. I think this because it will take a ball that only bounces a little very little time to travel from the ground to the top of its bounce and from the top of its bounce to the ground. Each time the ball hits the ground more energy is lost and so the next bounce gets lower. If the first bounce of the ball is quite high it will take a longer time for the ball to reach the ground and so loose energy. This will mean it will take a longer time for the ball to lose all of its energy and so stop bouncing.

To test this prediction I will drop all the balls from a height of one metre and time how long it takes each ball to stop bouncing. A stop watch will be use to time how long the balls take to stop bouncing. Once again, one of us will drop the ball and the other one will start and stop the stopwatch.

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For my fourth and final test I am going to try placing the balls in different temperatures of water. Making the balls hotter will only affect the balls that are hollow, but I will also test the hockey ball, which is solid to make sure of this. This is because the balls that are hollow are filled with gas. By making the balls hotter the particles inside the ball will gain more kinetic energy, so the pressure inside the balls will increase. This will make the balls harder and so they will get harder and so bounce higher (see prediction ...

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