Speed (km/h) Height (m) D (m)? Part 1: (horizontal projectile) A car traveling at 86.0 km/h goes straight over a cliff that is a height of 15.7 m. Calculate how far from the base of the cliff (ie. distance D) that the car lands. Part 2: (braking & horizontal projectile) A stunt car driver, travelling at 86.0 km/h, notices that he is heading directly for a cliff! When he is 23.6 m away from the edge, he applies the brakes and experiences a backward acceleration of 6.80 m/s?, but it is not enough! The car goes over the cliff! If the cliff is 15.7 m high, then calculate how far the from the base of the cliff (ie. distance D) that the car lands.

Speed (km/h) Height (m) D (m)? Part 1: (horizontal projectile) A car traveling at 86.0 km/h goes straight over a cliff that is a height of 15.7 m. Calculate how far from the base of the cliff (ie. distance D) that the car lands. Part 2: (braking & horizontal projectile) A stunt car driver, travelling at 86.0 km/h, notices that he is heading directly for a cliff! When he is 23.6 m away from the edge, he applies the brakes and experiences a backward acceleration of 6.80 m/s?, but it is not enough! The car goes over the cliff! If the cliff is 15.7 m high, then calculate how far the from the base of the cliff (ie. distance D) that the car lands.

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Description: Speed (km/h)Height (m)D (m)?Part 1: (horizontal projectile)A car traveling at 86.0 km/h goes straight over a cliff that is a height of 15.7 m.Calculate how far from the base of the cliff (ie. distance D) that the car lands.Part 2: (braking & horizon

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ISBN:9781305952300

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Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

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Speed (km/h)
Height (m)
D (m)?
Part 1: (horizontal projectile)
A car traveling at 86.0 km/h goes straight over a cliff that is a height of 15.7 m.
Calculate how far from the base of the cliff (ie. distance D) that the car lands.
Part 2: (braking & horizontal projectile)
A stunt car driver, travelling at 86.0 km/h, notices that he is heading directly for a
cliff! When he is 23.6 m away from the edge, he applies the brakes and
experiences a backward acceleration of 6.80 m/s?, but it is not enough! The car
goes over the cliff! If the cliff is 15.7 m high, then calculate how far the from the
base of the cliff (ie. distance D) that the car lands.

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