The Intermediate and Mean Value Theorems with Open Intervals and Infinity

The Intermediate and Mean Value Theorems with Open Intervals and Infinity

Presenter(s)

William Woidat

Comments

Presentation: 9:00-10:15 a.m., Kennedy Union Ballroom

Description

This presentation serves as an analysis of the Intermediate and Mean Value Theorems in Calculus. Included in the analysis is the observation of whether or not these theorems hold true when considering functions over open intervals rather than closed intervals, as well as functions involving infinity. Along with a series of proofs of the theorems under different criteria, an analysis of how these theorems depend on other theorems is posited.

Publication Date

4-19-2023

Project Designation

Capstone Project

Primary Advisor

Alan Veliz-Cuba

Primary Advisor's Department

Mathematics

Keywords

Stander Symposium, College of Arts and Sciences

The Intermediate and Mean Value Theorems with Open Intervals and Infinity

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