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Unformatted text preview: Physics 1 Discussion Section Problem for the week of April 1923, 2010 Instructions: Work this problem as a group. Hand in only one completed work sheet for your group, including all of the steps in the “I SEE” problemsolving process. Problem: The Orbits of the Planets The table below lists the average distance from each planet to the Sun and the time each planet takes to make a complete orbit around the Sun (“Orbital period”). The orbits of all of the planets are roughly circular. Your job is to determine a relationship between the radius r of a planet’s orbit (in meters) and the centripetal acceleration a rad of the planet (in m/s 2 ). In particular, you are to see whether these two quantities can be related by an equation of the form a rad = Cr n , where C and n are constants. You are then to determine the values of C and n . Based on your results, determine whether the acceleration of the planets in creases, decreases, or stays the same as the Sunplanet distance increases, and dis...
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This note was uploaded on 05/02/2010 for the course PHYS PHYS 1 taught by Professor Morrison during the Spring '10 term at UCSB.
 Spring '10
 MORRISON
 Physics, Orbits, Work

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