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TECHNOLOGY-BASED LAB ACTIVITIES

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Chapter<br />

5<br />

HOLT PHYSICS<br />

Technology Lab<br />

Loss of Mechanical Energy<br />

OBJECTIVES<br />

• Measure the change in<br />

the kinetic and potential<br />

energy as a ball moves<br />

up and down in free fall.<br />

• Graph potential energy,<br />

kinetic energy, and total<br />

energy.<br />

• Analyze the graph to<br />

determine how much<br />

kinetic energy is lost.<br />

• Reach conclusions<br />

regarding the amount of<br />

energy possessed by the<br />

volleyball as it fell in the<br />

neighbor’s driveway.<br />

MATERIALS<br />

✔ graphing calculator with<br />

link cable<br />

✔ CBL system<br />

✔ PHYSICS application<br />

loaded in calculator<br />

✔ Vernier motion detector<br />

✔ wire basket<br />

✔ volleyball or other ball<br />

The Case of the ’65 Mustang<br />

One day, as you are playing volleyball with a group of friends in your driveway, a<br />

stray serve accidentally goes over the fence to the neighbor’s driveway. When you<br />

go to retrieve the volleyball, your neighbor points out a dent in the roof of his<br />

classic 1965 Mustang, claiming that the volleyball hit the car. You apologize to<br />

your neighbor for the ball going over the fence, but explain that you know the<br />

volleyball didn’t hit the car because you heard it land on the pavement.<br />

The next day, the neighbor presents you with an $1800 repair bill. Not wanting<br />

the dispute to get out of hand, you suggest turning to the local neighborhood<br />

organization for arbitration. Your neighbor agrees, and within a week the<br />

president of the organization contacts you. Your neighbor has already presented<br />

his case to the president, using the following:<br />

• A passage from a physics textbook stating that mechanical energy is conserved<br />

during projectile motion, even though it may be converted from<br />

kinetic energy to potential energy and back to kinetic energy again.<br />

• Calculations estimating that the ball left the server’s hand (about 1.5 m in<br />

height) with an initial vertical velocity component of 8.29 m/s, rose to a<br />

height of 5 m (passing just under the overhanging branches of a tree), and<br />

hit the roof of the car (also at 1.5 m) with a downward velocity of 8.29 m/s.<br />

• Calculations showing that, based on a ball mass of 0.5 kg and an impact<br />

velocity of 8.29 m/s, the kinetic energy of the ball at the time of impact was<br />

19.58 J.<br />

• Testimony by a materials engineer that any impact by an object with kinetic<br />

energy greater than 18 J could dent the roof of the Mustang.<br />

Unfortunately, the evidence appears to be in strong support of your neighbor’s<br />

claim. Your only chance to defend yourself is to present an argument that<br />

the ball possessed less kinetic energy when it fell than when it was served so that,<br />

even according to the neighbor’s own data, the ball could not have damaged<br />

the car.<br />

SAFETY<br />

• Perform this experiment in a clear area.When tossing balls for the<br />

experiment, throw the balls straight up and catch them as they<br />

approach the ground. Do not throw balls around the room.<br />

• Tie back long hair, secure loose clothing, and remove loose jewelry to<br />

keep them from getting in the way.<br />

Copyright © by Holt, Rinehart and Winston. All rights reserved.<br />

36 HOLT PHYSICS Technology-Based Lab Activities

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