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Two small satellites move in circular orbits around the earth, at distances r and r + △r from the centre of the earth. Their time periods of rotation are T and T + △T. (△r << r, △T << T)(a) △T = 3/2 T △r/r(b) △T = - 3/2 T △r/r(b) △T = 2/3 T △r/r(b) △T = T △r/r |
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Answer» Correct Answer is: (a) △T = 3/2 T △r/r T2 ∝ r3 or T2 = cr3 ∴ 2T △T = 3cr2 △r Dividing, 2T △T/T2 = 3cr2 △r/cr3. |
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