Quiz1_10 - Honors Calculus I Quiz 1 1 Let R be the real...

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Honors Calculus I Quiz 1 1. Let R be the real numbers. Determine whether the following sets S ! R have a least upper bound. If so, what is the least upper bound of the set. (a) S = [0, 5 ] (b) S = 1 ! n = 1,2, { } (c) S = 1 + n = 1,2, { } (d) S = R 2. Show that 1 2 n n = 1 ! " converges to a number.
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This note was uploaded on 07/14/2011 for the course MAC 3472 taught by Professor Jury during the Spring '07 term at University of Florida.

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