Name: Energy on a Roller Coaster Airele Bie tom that haiohes te seatence 1. Movere abiects have (potontial or Nnette) energk 2. If you decrease the height of an objech, the potental eneng will (fincroase of thereaso). 2. Ninatic energy dopends on an objoct's mass and (height or velocity). 4. An increase in the velocity of an object will mean a (inerease of deorease) in kinetic eneriy. 5. Objects raised above the ground have (potential or kinetie) energy. the the roller coastor to answer the questions. 6. "Energy cannot be \( \qquad \) of \( \qquad \) only \( \qquad \) 7. Rank the positions on the roller coaster from most potential energy to least potential energy. 8. Rank the positions on the roller coaster from most potential onergy to least potential energy.
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Beyond the Answer
Roller coasters are a thrilling example of energy transformation! As the coaster climbs to the top, it gains potential energy, which is at its highest point. When it descends, that potential energy converts to kinetic energy, creating that exhilarating rush as you plummet down. This interplay is a perfect demonstration of the conservation of energy principle, which states that energy cannot be created or destroyed, only transformed! To keep the ride safe and enjoyable, engineers carefully calculate the heights and speeds of each drop and turn. Common mistakes in understanding roller coaster energy include neglecting friction and air resistance when calculating total energy changes. Remember, while gravity is the main force at work, these factors can significantly affect the ride's dynamics, adding an extra layer of excitement and caution!
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