Chapter 4: Problem 21
Why does Venus have its largest angular diameter when it is new and its smallest angular diameter when it is full?
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Chapter 4: Problem 21
Why does Venus have its largest angular diameter when it is new and its smallest angular diameter when it is full?
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What are conic sections? In what way are they related to the orbits of planets in the solar system?
How did Copernicus determine that the orbits of Mercury and Venus must be smaller than the Earth's orbit? How did he determine that the orbits of Mars, Jupiter, and Saturn must be larger than the Earth's orbit?
Imagine a planet like the Earth orbiting a star with 4 times the mass of the Sun. If the semimajor axis of the planet's orbit is \(1 \mathrm{AU}\), what would be the planet's sidereal period? (Hint: Use Newton's form of Kepler's third law. Compared with the case of the Earth orbiting the Sun, by what factor has the quantity \(m_{1}+m_{2}\) changed? Has \(a\) changed? By what factor must \(P^{2}\) change?)
What is the significance of Occam's razor as a tool for analyzing theories?
How did the ancient Greeks explain why the Sun and Moon slowly change their positions relative to the background stars?
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