Activity 2 Schmedrick takes his dune buggy to the gas station and fills it up to the very brim. His tank is a steel cylinder of radius 23 cm and height 45 cm (big enough to hold about 20 gallons). He burns a liter of gas getting to the beach, where both the tank and the gas heat up by 20 °C. Both the tank and the gas expand. For steel a = 1.1 · 10*/ °C. For gasoline B=9.6 · 10+/ °C. Does the tank overflow? 1. Use the linear expansion formula to calculate the increase in radius of the tank: 2. Use the linear expansion formula to calculate the increase in height of the tank: 3. For a cylinder, V = rr:h. Calculate the increase in volume of the tank: 4. Calculate the volume of gasoline at the beach before expansion. (1 cm = 1 mL): 5. Use the volume expansion formula to calculate the increase in volume of the gasoline: 6. Conclusion:

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11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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Activity 2
Schmedrick takes his dune buggy to the gas station and fills it up to the very brim. His tank is a steel
cylinder of radius 23 cm and height 45 cm (big enough to hold about 20 gallons). He burns a liter of gas
getting to the beach, where both the tank and the gas heat up by 20 °C. Both the tank and the gas
expand. For steel a = 1.1 · 10* / ºC. For gasoline ß= 9.6 · 10+/ °c. Does the tank overflow?
1. Use the linear expansion formula to calculate the increase in radius of the tank:
2. Use the linear expansion formula to calculate the increase in height of the tank:
3. For a cylinder, V = arh. Calculate the increase in volume of the tank:
4. Calculate the volume of gasoline at the beach before expansion. (1 cm = 1 mL):
5. Use the volume expansion formula to calculate the increase in volume of the gasoline:
6. Conclusion:
Transcribed Image Text:Activity 2 Schmedrick takes his dune buggy to the gas station and fills it up to the very brim. His tank is a steel cylinder of radius 23 cm and height 45 cm (big enough to hold about 20 gallons). He burns a liter of gas getting to the beach, where both the tank and the gas heat up by 20 °C. Both the tank and the gas expand. For steel a = 1.1 · 10* / ºC. For gasoline ß= 9.6 · 10+/ °c. Does the tank overflow? 1. Use the linear expansion formula to calculate the increase in radius of the tank: 2. Use the linear expansion formula to calculate the increase in height of the tank: 3. For a cylinder, V = arh. Calculate the increase in volume of the tank: 4. Calculate the volume of gasoline at the beach before expansion. (1 cm = 1 mL): 5. Use the volume expansion formula to calculate the increase in volume of the gasoline: 6. Conclusion:
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