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Balls bounce due to the elasticity of the material they are made of. When a ball hits a surface, the material compresses and stores energy. This energy is then released, causing the ball to bounce back up. The process works because the material is able to deform and return to its original shape, allowing the ball to bounce repeatedly.

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5mo ago

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Does anyone have a copy of the data task for physics on bouncing balls?

1. Work out the average bounce height and put the results in your table. Draw a graph of the 'drop height' against the 'bounce height'. Make sure you choose suitable scales, labels, axes and complete the graph with a suitable line.2. Describe a pattern in your results. Use the data to help you describe this pattern.3. Make an evaluation of your data. Use the following questions to help you.How good is your data?How reliable is it?Are there any unexpected results?How could you get better results?4. Write a conclusion about your data. Explain your conclusion. Use ideas about energy changes.5. A squash ball gets very hot during a game because it bounces many times. Plan how you could test the effects of the temperature in the laboratory. What more does this tell you about what happens when balls bounce?


If 100 percent of the balls kinetic energy were converted back to potential energy how high would the ball bounce?

Well, honey, if 100% of that ball's kinetic energy magically transformed into potential energy, that ball would bounce back to the same height it was dropped from. But let's get real here, physics doesn't work like magic, so that ball ain't bouncing back up to the moon anytime soon.


How does work in an isothermal process differ from work in an adiabatic process?

In an isothermal process, the temperature remains constant, so work is done slowly to maintain this temperature. In an adiabatic process, there is no heat exchange with the surroundings, so work is done quickly, causing a change in temperature.


How much work, denoted as w, is done by the gas in this process?

The work done by the gas in a process is denoted as w.


What is the relationship between isentropic compression work and the efficiency of a thermodynamic process?

The relationship between isentropic compression work and the efficiency of a thermodynamic process is that the efficiency of a process increases as the isentropic compression work decreases. Isentropic compression work is the work required to compress a gas without any heat transfer or energy loss, and a lower amount of this work indicates a more efficient process.

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