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Question 1.
The orbital speed of the material in the solar nebula at Pluto's average distance from the sun was about 5 km/s. How can I calculate orbital speed of this material when it was 40,000 AU from the sun (before it fell inward with the collapse of the nebula)? Using the law of conservation of angular momentum, how may I Argue whether this value makes sense?
Question 2.
Investigate the "angular momentum problem" by tabulating the orbital speed of Jupiter and the inner planets (in km/s). If angular momentum is conserved in the forming solar system, explain whether you expect the sun's rotation speed (i.e. at the sun's equator) to be larger or smaller than the orbital speed of Mercury.
Question 3.
How can I calculate the sun's actual rotation speed?
Question 4.
Given that the sun contains 99% of the mass of the solar system, we expect it to also contain most of the angular momentum. How can I calculate the angular momentum (in kg*m/s*m) of the sun and of Jupiter to determine where most of the angular momentum in the solar system is?
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