Chapter 22: Problem 19
How do astronomers locate supermassive black holes in galaxies?
Chapter 22: Problem 19
How do astronomers locate supermassive black holes in galaxies?
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A twenty-third-century instructor at Starfleet Academy tells her students, "If someday your starship falls into a black hole, it'll be your own fault." Explain why it would require careful piloting to direct a spacecraft into a black hole.
What is the Schwarzschild radius of a black hole whose mass is that of (a) the Earth, (b) the Sun, (c) the supermassive black hole in NGC 4261 (Section 22-5)? In each case, also calculate what the density would be if the matter were spread uniformly throughout the volume of the event horizon.
Find the Schwarzschild radius for an object having a mass equal to that of the planet Saturn.
You drop a ball inside a car traveling at a steady \(50 \mathrm{~km} / \mathrm{h}\) in a straight line on a smooth road. Does it fall in the same way as it does inside a stationary car? How does this question relate to Einstein's special theory of relativity?
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