Exam 1: A Modern View of the Universe

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How do the speeds at which we are moving with Earth's rotation and orbit compare to the speeds of more familiar objects?

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How long does it take the Earth to complete one orbit around the Sun?

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Consider the following statement, and explain whether or not it is sensible: Earth is always precisely 1 AU from the Sun.

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Which statement correctly locates the formation of the Earth and the appearance of the first humans on the cosmic calendar, which compresses the 14- billion year history of the universe into one "year," where "now" is exactly midnight, Dec 31?

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Why do the patterns of the stars in our sky look the same from year to year?

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One light year is about 10 trillion kilometers.

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The speed of light is about 300,000 km/s (3 × 105 km/s). How far does light travel in 30 seconds?

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Relative to the age of the universe, how old is our solar system?

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Which of the following has your "cosmic address" in the correct order?

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The solar system is a member of a galaxy containing approximately 100 billion stars.

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Compared to its size, the Sun is very far away from all other stars.

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Using the ideas discussed in your textbook, in what sense are we "star stuff"?

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Which of the following is not a general difference between a planet and a star?

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Which of the following best describes the Milky Way Galaxy?

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Briefly explain what we mean by the statement "The farther away we look in distance, the further back we look in time."

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Wendy measures a recession velocity for two distant galaxies, well outside our Local Group of galaxies. Galaxy A has a recession velocity of 35,000 km/s and Galaxy B has a recession velocity of 70,000 km/s. What can she say about the distances to those galaxies?

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Which of the following is smallest?

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In the grapefruit model of the solar system, it would take a few minutes to walk from the Sun to Pluto.

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The planet Neptune is, on average, about 4.5 billion km from the sun. How long does it take light from the sun to reach Neptune? (Recall that the speed of light is about 300,000 km/s)

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A Life Calendar: Make a "life calendar" for hypothetical person. Assume that this person lived 80 years and represent the 80 year period as a single calendar year in which he or she was born on January 1st and died on December 31st. Estimate the calendar dates on which this person reached various life milestones. For example, when did he or she take their first step? Speak their first word? Start elementary school? Finish high school? When did he or she retire? Does your life calendar for this particular person give any insight into human lives in general?

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