Chapter 26: Problem 2
What is Olbers's paradox? How can it be resolved?
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Chapter 26: Problem 2
What is Olbers's paradox? How can it be resolved?
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Can you see the cosmic background radiation with the naked eye? With a visible-light telescope? Explain why or why not.
How was the Big Bang different from an ordinary explosion? Where in the universe did it occur?
Suppose we were living in a radiation-dominated universe. Discuss how such a universe would be different from what we now observe.
(a) For what value of the redshift \(z\) were representative distances between galaxies only \(20 \%\) as large as they are now? (b) Compared to representative distances between galaxies in the present-day universe, how large were such distances at \(z=8\) ? Compared to the density of matter in the present-day universe, what was the density of matter at \(z=8\) ? (c) If dark energy is in the form of a cosmological constant, how does its present-day density compare to the density of dark energy at \(z=2\) ? At \(z=5\) ? Explain your answers.
As a group, create a four- to six-panel cartoon strip showing a discussion between two individuals describing why the sky is dark at night.
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