Education Commons^™

Imls Sparks Ignite Il Framework Cooperative Project Teaching Materials: Powerpoint Presentation (Ursinus College), Jessica Barbera, Jim Huff, Christine Iannicelli, Marianne L. Sade, Samantha Martin

IMLS SPARKS Ignite IL Framework Cooperative Project for At-Risk Student Success in Smaller Colleges

This is the PowerPoint presentation used by Ursinus College for the instructional sessions that were part of the information literacy grant project.

Thinking Like A Fox: Individual Choice And The Unique Role Of Liberal Arts Colleges In Empowering America's Future Leaders, Christopher Tan

Richard T. Schellhase Essay Prize in Ethics

The dilemma faced by Dean Kelly Smith on whether to allow Chris Williams to graduate from her college challenges the current model of higher education in the United States from an economic and normative perspective. When considering the situation that Dean Smith faces, this paper aims to demonstrate how Chris Williams should not be allowed to graduate without first passing the Senior Seminar after: (1) exploring the role of liberal arts colleges in encouraging agency among their students; (2) assessing the qualitative value of a college education in diversifying students’ knowledge base and providing students with the resources and opportunities …

The Grizzly Details, November 2017, Staff Assembly

Staff Assembly Newsletter

No abstract provided.

The Roots Of Early Group Theory In The Works Of Lagrange, Janet Heine Barnett

Abstract Algebra

No abstract provided.

The Pell Equation In India, Toke Knudsen, Keith Jones

Number Theory

No abstract provided.

Generating Pythagorean Triples: A Gnomonic Exploration, Janet Heine Barnett

Number Theory

No abstract provided.

Quantifying Certainty: The P-Value, Dominic Klyve

Statistics and Probability

No abstract provided.

The Grizzly Details, August 2017, Staff Assembly

Staff Assembly Newsletter

No abstract provided.

The Definite Integrals Of Cauchy And Riemann, Dave Ruch

Analysis

Rigorous attempts to define the definite integral began in earnest in the early 1800's. One of the pioneers in this development was A. L. Cauchy (1789-1857). In this project, students will read from his 1823 study of the definite integral for continuous functions . Then students will read from Bernard Riemann's 1854 paper, in which he developed a more general concept of the definite integral that could be applied to functions with infinite discontinuities.

Rigorous Debates Over Debatable Rigor: Monster Functions In Introductory Analysis, Janet Heine Barnett

Analysis

No abstract provided.

A Compact Introduction To A Generalized Extreme Value Theorem, Nicholas A. Scoville

Topology

In a short paper published just one year prior to his thesis, Maurice Frechet gives a simple generalization one what we might today call the Extreme value theorem. This generalization is a simple matter of coming up with ``the right" definitions in order to make this work. In this mini PSP, we work through Frechet's entire 1.5 page paper to give an extreme value theorem in more general topological spaces, ones which, to use Frechet's newly coined term, are compact.

The Closure Operation As The Foundation Of Topology, Nicholas A. Scoville

Topology

No abstract provided.

The Derivatives Of The Sine And Cosine Functions, Dominic Klyve

Calculus

No abstract provided.

Construction Of The Figurate Numbers, Jerry Lodder

Number Theory

No abstract provided.

Generating Pythagorean Triples: The Methods Of Pythagoras And Of Plato Via Gnomons, Janet Heine Barnett

Number Theory

No abstract provided.

Pascal's Triangle And Mathematical Induction, Jerry Lodder

Number Theory

No abstract provided.

Babylonian Numeration, Dominic Klyve

Number Theory

No abstract provided.

Primes, Divisibility, And Factoring, Dominic Klyve

Number Theory

No abstract provided.

Gaussian Integers And Dedekind's Creation Of An Ideal: A Number Theory Project, Janet Heine Barnett

Number Theory

No abstract provided.

Solving A System Of Linear Equations Using Ancient Chinese Methods, Mary Flagg

Linear Algebra

No abstract provided.

A Genetic Context For Understanding The Trigonometric Functions, Danny Otero

Pre-calculus and Trigonometry

In this project, we explore the genesis of the trigonometric functions: sine, cosine, tangent, cotangent, secant, and cosecant. The goal is to provide the typical student in a pre-calculus course some context for understanding these concepts that is generally missing from standard textbook developments. Trigonometry emerged in the ancient Greek world (and, it is suspected, independently in China and India as well) from the geometrical analyses needed to solve basic astronomical problems regarding the relative positions and motions of celestial objects. While the Greeks (Hipparchus, Ptolemy) recognized the usefulness of tabulating chords of central angles in a circle as aids …

Building Paragraphs And Using Evidence, Talia Argondezzi

Writing and Speaking Pedagogy Resources

This PowerPoint presentation covers the following topics: What to include in an analytical body paragraph (the MEAL plan), which types of evidence to include, how to incorporate quotations and paraphrases smoothly and correctly, and how to choose meaningful quotations.

A 15 minute video (60 minutes with worksheet pauses) accompanies this presentation.

The worksheet is available to download as a supplemental file.

Integrating And Analyzing Quotations, Talia Argondezzi

Writing and Speaking Pedagogy Resources

This PowerPoint presentation covers how to integrate quotations smoothly and correctly and how to analyze and interpret quotations, rather than just merely restating their content.

A 12 minute video (45 minutes with worksheet pauses) accompanies this presentation.

The worksheet is available to download as a supplemental file.

Perfecting Your Thesis Statement, Talia Argondezzi

Writing and Speaking Pedagogy Resources

This PowerPoint presentation provides a review of what to include in an introduction, a comparison of sample thesis statements, a checklist of good thesis statement qualities, and a list of strategies for making thesis statements more insightful.

A 12 minute video (45 minutes with worksheet pauses) accompanies this presentation.

The worksheet is available to download as a supplemental file.

Generating A Thesis Statement, Talia Argondezzi

Writing and Speaking Pedagogy Resources

This PowerPoint presentation provides a basic explanation of what to include in an introduction, a definition of a thesis statement, a step-by-step process for brainstorming for a thesis statement, and a list of syntax patterns for good thesis statements.

A 13 minute video (45 minutes with worksheet pauses) accompanies this presentation.

The worksheet is available to download as a supplemental file.

An Introduction To A Rigorous Definition Of Derivative, Dave Ruch

Analysis

No abstract provided.

Euler's Rediscovery Of E With Instructor Notes, Dave Ruch

Analysis

No abstract provided.

Bolzano On Continuity And The Intermediate Value Theorem, Dave Ruch

Analysis

No abstract provided.

The Mean Value Theorem, Dave Ruch

Analysis

No abstract provided.

Abel And Cauchy On A Rigorous Approach To Infinite Series, Dave Ruch

Analysis

No abstract provided.