CRN 12109: HW 1
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HelmutKnaust (Talk | contribs) (Created page with "'''Problem 1.''' Exercise 1.3.2. '''Problem 2.''' Exercise 1.3.3. '''Problem 3.''' Exercise 1.4.4. '''Problem 4.''' Let $A=\{x\in\mathbb{Q}\ |\ x^2\leq 5\}$. Show that A is...") |
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'''Problem 1.''' Exercise 1.3.2. | '''Problem 1.''' Exercise 1.3.2. | ||
| − | '''Problem 2.''' Exercise 1.3.3. | + | '''Problem 2.''' Exercise 1.3.3 (a)(b). |
'''Problem 3.''' Exercise 1.4.4. | '''Problem 3.''' Exercise 1.4.4. | ||
Revision as of 10:04, 3 September 2013
Problem 1. Exercise 1.3.2.
Problem 2. Exercise 1.3.3 (a)(b).
Problem 3. Exercise 1.4.4.
Problem 4. Let $A=\{x\in\mathbb{Q}\ |\ x^2\leq 5\}$. Show that A is bounded from above, but that $A$ has no maximum.
Problem 5. Show that the Nested Interval Property implies the Axiom of Completeness.
