Exam 10: Projectile and Satellite Motion
Exam 1: About Science25 Questions
Exam 2: Newtons First Law of Motion: Inertia71 Questions
Exam 3: Linear Motion75 Questions
Exam 4: Newtons Second Law of Motion98 Questions
Exam 5: Newtons Third Law of Motion: Action and Reaction71 Questions
Exam 6: Momentum71 Questions
Exam 7: Energy88 Questions
Exam 8: Rotational Motion74 Questions
Exam 9: Gravity83 Questions
Exam 10: Projectile and Satellite Motion104 Questions
Exam 11: Atomic Nature of Matter70 Questions
Exam 12: Solids75 Questions
Exam 13: Liquids78 Questions
Exam 14: Gases and Plasmas78 Questions
Exam 15: Temperature, Heat, and Expansion79 Questions
Exam 16: Heat Transfer80 Questions
Exam 17: Change of Phase82 Questions
Exam 18: Thermodynamics61 Questions
Exam 19: Vibrations and Waves65 Questions
Exam 20: Sound65 Questions
Exam 21: Musical Sounds43 Questions
Exam 22: Electrostatics85 Questions
Exam 23: Electric Current99 Questions
Exam 24: Magnetism65 Questions
Exam 25: Electromagnetic Induction70 Questions
Exam 26: Properties of Light65 Questions
Exam 27: Color65 Questions
Exam 28: Reflection and Refraction102 Questions
Exam 29: Light Waves65 Questions
Exam 30: Light Emission80 Questions
Exam 31: Light Quanta70 Questions
Exam 32: The Atom and the Quantum55 Questions
Exam 33: Atomic Nucleus and Radioactivity83 Questions
Exam 34: Nuclear Fission and Fusion82 Questions
Exam 35: Special Theory of Relativity68 Questions
Exam 36: General Theory of Relativity45 Questions
Exam 37: Systems of Measurement239 Questions
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While an airplane flies at 40 m/s at an altitude of 500 meters, the pilot drops a heavy package that falls to the ground. Neglecting air drag, about where does the package land relative to the plane flying above?
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The speed of a satellite orbiting Earth is given by v = √(GM/d). Escape speed from Earth is given by v = √(2GM/d), where in both cases G is the gravitational constant, M is Earth's mass, and d is distance from Earth's center. If a satellite's kinetic energy were doubled it could
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The circular path of a satellite orbiting Earth is characterized by a constant
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Consider a monkey wrench released at rest at the far edge of the solar system. Suppose that it drops to Earth by virtue of only Earth gravity. It will strike Earth's surface with a speed of about
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A projectile is launched from ground level at 15° above the horizontal and lands downrange. What other projection angle for the same speed would produce the same down-range distance?
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A planet orbiting the Sun has speed v = √(GM/d). Escape speed from the Sun is v = √v(2GM/d), where G is the gravitational constant, M is Sun's mass, and d is the distance from the Sun. Noting that this tells us that escape speed is √2 times orbital speed, which planet would fly out of the solar system by a 1.5 increase in orbital speed?
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Which would require the greater energy; slowing the orbital speed of a satellite so it crashes into Earth, or increasing the orbital speed so it escapes Earth?
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Acceleration due to gravity on the Moon is less than on Earth, and the Moon is smaller than Earth. This means that compared to an Earth satellite, a satellite in close orbit about the Moon would travel
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A satellite in an elliptical orbit about a planet travels much faster when it is directly over a
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When air drag affects the motion of projectiles, they don't travel
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A hunter on level ground fires a bullet at an angle of 10 degrees above the horizontal while simultaneously dropping another bullet from the level of the rifle. Which bullet will hit the ground first?
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According to Kepler, the orbital period of a planet is directly proportional to the
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A projectile that is fired vertically from the surface of Earth at 8 km/s will
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Consider a moon that orbits one of our most distant planets in an elliptical path. The distance that the moon covers each day is
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