1 3 The Completeness Axiom 1 (a) inf E 1, supE 8 (b) inf E (3 V29) 2, supE (3 V29) 2 (c) inf E a, supE b (d) inf E 0, supE V2 (e) inf E 0, supE 2 (f) inf E 1, supE 2 (g) inf E 0, supE 3 2 2 Prove that sup E must be an integer ...

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1.3 The Completeness Axiom 1. (a) inf E = 1, supE = 8. (b) inf E =...

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1.3 The Completeness Axiom 1.

(a) inf E = 1, supE = 8.

(b) inf E = (3 - V29)/2, supE = (3 + V29)/2.

(c) inf E =

a, supE =

(d) inf E = 0, supE = V2.

(e) inf E = 0, supE = 2.

(f) inf E = -1, supE = 2. (g) inf E = 0, supE = 3/2.

2. Prove that sup E must be an integer.

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An Introduction To Analysis

ISBN: 9780131453333

3rd Edition

Authors: William R. Wade

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1.3 The Completeness Axiom 1. (a) inf E = 1, supE = 8. (b) inf E =...

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An Introduction To Analysis

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