Chapter 2: 14CQ (page 5)
Particles of light have no mass. Does the Sun鈥檚 mass change as a result of all the light it emits? Explain.
Short Answer
Yes, the Sun鈥檚 mass change as a result of all the light it emits.
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Chapter 2: 14CQ (page 5)
Particles of light have no mass. Does the Sun鈥檚 mass change as a result of all the light it emits? Explain.
Yes, the Sun鈥檚 mass change as a result of all the light it emits.
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According to an observer at Earth's equator, by how much would his clock and one on a satellite in geosynchronous orbit differ in one day? (Geosynchronous orbit means an orbit period of one day-always in the same place in the sky)
What is the ratio of the relativistically correct expression for momentum to the classical expression? Under what condition does the deviation become significant?
The light from galaxy NGC 221 consists of a recognizable spectrum of wavelengths. However, all are shifted towards the shorter-wavelength end of the spectrum. In particular, the calcium 鈥渓ine鈥 ordinarily observed at is observed at . Is this galaxy moving toward or away from Earth? At what speed?
Question: The Lorentz transformation equations have x and t and x' and t'. Why no v and v' ?
In the collision shown, energy is conserved because both objects have the same speed and mass after as before the collision. Since the collision merely reserves the velocities, the final (total) momentum is opposite the initial. Thus. momentum can be conserved only if it is zero.
(a) Using the relativistically correct expression for momentum. Show that the total momentum is zero-that momentum is conserved. (Masses are in arbitrary units).
(b) Using the relativistic velocity transformation. find the four velocities in a frame moving to the right at 0.6c.
(c) Verify that momentum is conserved in the new frame.

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