Exam 1: The Scale of the Cosmos: Space and Time
Exam 1: The Scale of the Cosmos: Space and Time59 Questions
Exam 2: Users Guide to the Sky: Patterns and Cycles159 Questions
Exam 3: The Origin of Modern Astronomy96 Questions
Exam 4: Astronomical Telescopes and Instruments: Extending Humanitys Vision104 Questions
Exam 5: The Sun: the Closest Star127 Questions
Exam 6: The Family of Stars104 Questions
Exam 7: The Structure and Formation of Stars105 Questions
Exam 8: The Deaths of Stars155 Questions
Exam 9: The Milky Way Galaxy84 Questions
Exam 10: Galaxies122 Questions
Exam 11: Cosmology in the 21st Century82 Questions
Exam 12: Planet Formation and Exoplanets101 Questions
Exam 13: Comparative Planetology of the Terrestrial Planets127 Questions
Exam 14: The Outer Solar System97 Questions
Exam 15: Life on Other Worlds69 Questions
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How does one light-year relate to Astronomical Units, roughly?
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It takes light 1.3 seconds to travel from the Moon to Earth and 8 minutes for light to travel from the Sun to Earth. Which of the following statements is true?
(Multiple Choice)
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Which one of the following statements best describes a planet?
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The name of the average distance from Earth to the Sun is one ____________________.
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The speed of light is 3.0×105 km/s, and it takes 1.3 seconds for light to travel from the Moon to Earth. Based on this information, what is the distance from the Earth to the Moon?
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A(n) ____________________ is the largest known structure in the universe.
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Which one of the following statements best describes the Sun?
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Earth has a radius of about 6400 km, the Sun has a radius of about 7.0×105 km, and a rubber ball has a radius of 6.4 cm. If you were to construct a scale model of the Solar System using the rubber ball to represent Earth, what is the radius of a ball needed to represent the Sun in your model?
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Approximately how many times larger than the diameter of a typical planet (the Earth) is the diameter of a typical star (the Sun)?
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