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This document summarizes key concepts in real analysis including: 1) Definitions of boundedness, supremum, maximum for sets. 2) Applying definitions to determine properties of specific sets. 3) Proving a set has no maximum using a contradiction argument. 4) Applying the definition of limit to determine if a sequence converges. 5) Using the intermediate value theorem to show a continuous function attains all values between its minimum and maximum. 6) Proving a continuous function has at least one fixed poin

Author

f.a.h

Language

EN