Question
1 Let S be a non empty subset of R that is bounded above a Prove that sup S is unique In other words if
1 Let S be a non empty subset of R that is bounded above a Prove that sup S is unique In other words if s and s2 are both the lowest upp bounds of S then s 82 b Suppose sup S belongs to S Prove that sup S max S
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Calculus One And Several Variables
Authors: Saturnino L Salas, Garret J Etgen, Einar Hille
10th Edition
0470472766, 9780470472767
