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Questions › JNU › JNU SSS 2010 › Q80
1 mark, −0.5Mathematics › Real analysis › Supremum, infimum and epsilon argumentsModerateabout 1 min

JNU SSS 2010 Question 80: Real analysis

Consider the set A={x∣0<x<1}A = \{x \mid 0 < x < 1\}A={x∣0<x<1}. What is the minimum number that belongs to set AAA?

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Consider the set A = {x | 0 < x < 1}. What is the minimum number that belongs to set A? (A) 0 (B) 0· 001 (C) 0· 00002 (D) There is no minimum number in set A

Real analysis has come up 38 times in 5 exams since 2005.

What this question tests

This question is on Supremum, infimum and epsilon arguments, part of Real analysis in Mathematics.

Greatest lower and least upper bounds, and proofs that work with arbitrarily small tolerances.

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Practise Real analysisMore on Supremum, infimum and epsilon arguments

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