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1 Solve for speed, y, in terms of height, x Begin by setting PEi KEf 2 How does the equation found in the previous question relate to the power law regression calculated earlier 3 Suppose you want the ball to roll twice as fast on the level part of the track as it did when you released it from the 2-cm mark Using the power law regression performed earlier, calculate the height from which you should release the ball 4 Explain how this experiment only models dropping a ball and finding its kinetic energy just as it hits the ground 5 Compare and Contrast Compare the potential energy of the ball before it is released (step 8) to the kinetic energy of the ball on the level track (step 9) Explain why they are the same or why they are different 6 Draw Conclusions Does this experiment demonstrate conservation of energy Explain
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1 Infer What effect did changing the slope of the inclined plane in steps 2 6 have on the speed of the ball on the level portion of the track 2 Analyze Perform a power law regression for this graph using your graphing calculator Record the equation of this function Graph this by inputting the equation into Y= Draw a sketch of the graph 3 Using the data from step 9 for the release point of 80 cm, find the potential energy of the ball before it was released Use an electronic balance to find the mass of the ball Note that height must be in m, and mass in kg 4 Using the speed data from step 9 for the release point of 80 cm calculate the kinetic energy of the ball on the level portion of the track Remember, speed must be in m/s and mass in kg
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What are potential sources of error in this experiment, and how can they be reduced
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How does your favorite roller coaster demonstrate the conservation of energy by the transfer of potential energy to kinetic energy
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