Exam 18: Relativity and Black Holes
Exam 1: Why Learn Astronomy92 Questions
Exam 2: Patterns in the Skymotions of Earth96 Questions
Exam 3: Motion of Astronomical Bodies91 Questions
Exam 4: Gravity and Orbits88 Questions
Exam 5: Light87 Questions
Exam 6: The Tools of the Astronomer94 Questions
Exam 7: The Birth and Evolution of Planetary Systems87 Questions
Exam 8: The Terrestrial Planets and Earths Moon99 Questions
Exam 9: Atmospheres of the Terrestrial Planets92 Questions
Exam 10: Worlds of Gas and Liquid the Giant Planets92 Questions
Exam 11: Planetary Adornmentsmoons and Rings93 Questions
Exam 12: Dwarf Planets and Small Solar System Bodies89 Questions
Exam 13: Taking the Measure of Stars88 Questions
Exam 14: Our Starthe Sun88 Questions
Exam 15: Star Formation and the Interstellar Medium89 Questions
Exam 16: Evolution of Low-Mass Stars90 Questions
Exam 17: Evolution of High-Mass Stars90 Questions
Exam 18: Relativity and Black Holes90 Questions
Exam 19: The Expanding Universe90 Questions
Exam 20: Galaxies95 Questions
Exam 21: The Milky Waya Normal Spiral Galaxy96 Questions
Exam 22: Modern Cosmology92 Questions
Exam 23: Large-Scale Structure in the Universe65 Questions
Exam 24: Life61 Questions
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Explain why Einstein's theory of general relativity predicts the existence of gravitational lensing.
(Essay)
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Suppose we discovered radio signals coming from the star Alpha Centauri, whose distance is 4.4 light-years from us, and we sent a crew in a spacecraft to visit it. If the spacecraft used revolutionary technology allowing it to travel at a speed of 0.5 c, how long would it take the spacecraft to get to Alpha Centauri, and how long a time would the astronauts say passed during the trip? (Ignore the time it would take to accelerate the spacecraft to reach a velocity of 0.5
c.)
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Muons are elementary particles that decay into other particles in about 2 microseconds. They are formed in the upper atmosphere of the Earth from high energy cosmic rays, and can be detected on the ground even though they could only travel a few hundred meters before decaying according to Newtonian physics. How does relativity explain how we can detect them on the ground? Explain both in our reference frame and in the frame of the muon.
(Essay)
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In the rubber-sheet analogy for spacetime, what would you expect for objects (such as golf balls) rolling around in the presence of a massive object that is stretching the rubber sheet?
(Multiple Choice)
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According to Einstein's relativity, which two quantities are different manifestations of the same thing?
(Multiple Choice)
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General relativity predicts that pairs of objects with nonzero masses undergoing accelerations can produce:
(Multiple Choice)
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Gravity is nothing more than a curvature in the fabric of spacetime.
(True/False)
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How fast must a muon be moving if it looks to an observer at rest that it lived for 2 * 10 - 4 seconds before it decayed when, in fact, it lived for only 2 *10 - 6 seconds in its moving reference frame?
(Multiple Choice)
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If you were to design a spacecraft that could travel to the galactic center fast enough that the astronauts aboard only aged by 25 years during the trip, how fast would the spacecraft have to go? The galactic center is 25,000 light years away.
(Multiple Choice)
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The Schwarzschild radius of a 10M is __________ the size of the Schwarzschild radius of a 5 M black hole.
(Multiple Choice)
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What would happen if mass were continually added to a 2M neutron star?
(Multiple Choice)
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The principle of equivalence states that the gravitational mass is equal to:
(Multiple Choice)
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A person would feel __________ as he approached the event horizon of a black hole.
(Multiple Choice)
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The Earth orbits the Sun because the Sun changes space around it but not time.
(True/False)
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