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0. As the Earth revolves around the sun, iL not only travels a certain distance every second, it also causes an imaginary line between the Earth and the sun to

pass through a certain area every second.During one complete trip around the sun, the total area would be approximately equal to TR². The time it would take to do this would be the period, T.Determine the rate at which the area is swept by an imaginary line joining the sun and the Earth as the Earth orbits the sun. Use the Earth's period of 365days and the mean orbital radius of1.50 x 10".

Fig: 1