Procedure a one 1. Select a hard surface that will not be damaged by dropping each...

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Procedure a one 1. Select a hard surface that will not be damaged by dropping each ball from a meter (h = 1 m) height. For better result, you can set and tape the wooden meter stick flat on the ground next to a wall or table. Make sure that the meter stick starts with 0 is at the bottom. 2. Drop each ball in the same height h, and record the height to which it rebounds h'. 3. Repeat five times for each ball and record the measurement on the data table 1. 4. Increase the height, h to two meters (h= 2m). Drop the baseball ball and record the height to which it rebounds h'. 5. Repeat five times for baseball ball and record the measurement on the data table 2. BALL baseball tennis Plastic marble Data Table 1 (h= 1 m = 100 cm) Rebounds Height (cm) baseball Trial 1Trial 2Trial 3Trial 4Trial 5Mean valueStandard of deviation Data Table 2 (h= 2 m = 200 cm) Rebounds Height (cm) Trial 1Trial 2Trial 3Trial 4Trial 5 Mean Standard value of Relative Error of h deviation E E Coefficient of Relative Error of h Elasticity Elasticity e e Fraction of Kinetic Energy lost in collision Coefficient Fraction of Kinetic of Energy lost in collision 1-e2 1-e2 Procedure a one 1. Select a hard surface that will not be damaged by dropping each ball from a meter (h = 1 m) height. For better result, you can set and tape the wooden meter stick flat on the ground next to a wall or table. Make sure that the meter stick starts with 0 is at the bottom. 2. Drop each ball in the same height h, and record the height to which it rebounds h'. 3. Repeat five times for each ball and record the measurement on the data table 1. 4. Increase the height, h to two meters (h= 2m). Drop the baseball ball and record the height to which it rebounds h'. 5. Repeat five times for baseball ball and record the measurement on the data table 2. BALL baseball tennis Plastic marble Data Table 1 (h= 1 m = 100 cm) Rebounds Height (cm) baseball Trial 1Trial 2Trial 3Trial 4Trial 5Mean valueStandard of deviation Data Table 2 (h= 2 m = 200 cm) Rebounds Height (cm) Trial 1Trial 2Trial 3Trial 4Trial 5 Mean Standard value of Relative Error of h deviation E E Coefficient of Relative Error of h Elasticity Elasticity e e Fraction of Kinetic Energy lost in collision Coefficient Fraction of Kinetic of Energy lost in collision 1-e2 1-e2

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The coefficient of restitution is a measure of how much mechanical energy an object retains after a collisionA perfectly ... View the full answer