Virtual Maths - Numbers, Geometry 3D shapes
Diagrams and forumulas for calculating area and volume of 3D shapes cube, cuboid, cylinder, sphere, hemisphere, triangular prism, frustrum, cone, pyramid
Leadership and Management - lead time
Ian Woodruff and Rod McCrohan presentation on The 1:1:1 Delivery model as trialled in the Leadership and Management program BUSM 3120. Date:15.12.2010
To listen, vocabulary, grammar: Muffler bin ich, Elisabeth, as Braut
At the completion of this lesson you will be able to understand a German/a German who is residing with the family. You will practice listening skills and vocabulary regarding family connections. You will practice the declensions of possessive pronouns and the plural of substantives.
To speak, vocabulary, grammar: Moment bitte, which fell kostet ein glass Rotwein?
At the completion of this lesson you will be able to ask for the price of a drink and order a drink. You will practice verb conjugation in the various tenses
Listening, writing, vocabulary, grammar: Hello, ich heisse Jürgen Schnellinger
At the end of this lesson you can write a short note (an email) in which you introduce yourself. You especially practice your vocabulary relating to your home and profession. You practice the use of personal pronouns.
Introduce themselves -- Ich heisse Ulrike
At the completion of this lesson you will be able to introduce yourself. You will first practice with written and spoken text of people who introduce themselves.
Reading proficiency, culture: Wo in Europe spricht man Deutsch?
At the completion of this lesson you will have learned something about the countries in Europe where German is the official language. You will practice your reading skills and vocabulary on this topic.
Yet Another Calculus Text
I intend this book to be, firstly, a introduction to calculus based on the hyperreal number system. In other words, I will use infinitesimal and infinite numbers freely. Just as most beginning calculus books provide no logical justification for the real number system, I will provide none for the hyperreals. The reader interested in questions of foundations should consult books such as Abraham Robinson's Non-standard Analysis or Robert Goldblatt's Lectures on the Hyperreals. Secondly, I have aime
Looking at Ourselves and Others
introduces students to the concepts of perspective, culture, and cross-cultural relations. The guide is designed to help students recognize and appreciate differences in perception among individuals and cultures, define culture and recognize its role in developing perceptions of ourselves and others, challenge assumptions, promote cross-cultural awareness, and provide opportunities to practice the behaviors that make cross-cultural communication possible.
Woman's Building History: Nancy Buchanan (Otis College)
In addition to producing video, Buchanan's practice includes installation, drawing, artist's books and work with fabric. She was a founding member of several seminal artist's collectives: F-Space Gallery, Grandview Gallery at the Woman's Building, Los Angeles, and Double X, a feminist art network. In addition to producing her own work, Buchanan has also curated and reviewed exhibitions. She is currently on faculty at CalArts. This video was commissioned by Otis College of Art and Design for the
Woman's Building History: Linda Nishio (Otis College)
Over the past 25 years, Nishio's diverse practice has included sculpture, photography, video, performance, printing, drawing and digital images. She worked as a designer at the Women's Graphic Center at the Woman's Building in the early 1980s and also served on the Board of Directors. This video was commissioned by Otis College of Art and Design for the exhibition "Doin' It in Public: Feminism and Art at the Woman's Building" (1973-1991) in the Ben Maltz Gallery, October 1 January 28, 2012 and
SAGP Guide to Clinical Medical Practice
Manual originating from personal notes made over many years of semi-rural private and hospital practice in South Africa. A useful resource based on many years of semi-rural private and hospital practice in South Africa involving major trauma, surgery and obstetrics, in addition to the common problems of general practice. I have always felt it very useful to be able to confirm facts and figures at the bedside if needed and this has been the motivation that has taken me over 40 years. This meant
Epidemiological Thinking For Non-Specialists, Fall 2007
Introduction to methods and problems in research and applications where quantitative data is analyzed to reconstruct possible pathways of development of behaviors and diseases. Special attention given to social inequalities, changes over the life course, heterogeneous pathways, and controversies with implications for policy and practice. Case studies and course projects are shaped to accommodate students with interests in fields related to health, gerontology, education, psychology, sociology, a
Founder's Day Symposium: Introduction and David Wall Rice
Founder's Day Symposium - Black Men in the 21st Century: Myths, Data and Reality PART 1 of 6 This ongoing summit extends the mission of the Morehouse Research Institute and builds upon a critical mass of research at the College that looks at the affirmative development of black men and boys. Additionally, this symposium served as an exciting review of current thinking from national experts in light of America's first African American President. David Wall Rice, 95 (Moderator): A graduate of
Isosceles Triangle Properties
In isosceles (and equilateral) triangles, a segment drawn from the vertex angle to the opposite side is the altitude, angle bisector and median. This video explains how isosceles triangle properties are used in many proofs and problems where the student must realize that, for example, an altitude is also a median or an angle bisector to find a missing side or angle. (1:03)
Introduction to Nanoscale Science: Surface Area to Volume Ratio Module
Many intriguing phenomena observed in the "nanoworld" can be attributed to the increase in the surface to volume ratio ( SVR ) at the nanoscale. Understanding the surface area effects to volume changes is thus crucial to the understanding of nanoscale phenomena and nanotechnology applications. As an introduction to the nanoworld, the major goals of this module are to (1) give students a feel for just how small the nanoscale is, (2) give students practice in mathematically communicating nanoscale
6.042J Mathematics for Computer Science (MIT)
This is an introductory course in Discrete Mathematics oriented toward Computer Science and Engineering. The course divides roughly into thirds: Fundamental Concepts of Mathematics: Definitions, Proofs, Sets, Functions, Relations Discrete Structures: Modular Arithmetic, Graphs, State Machines, Counting Discrete Probability Theory A version of this course from a previous term was also taught as part of the Singapore-MIT Alliance (SMA) programme as course number SMA 5512 (Mathematics f
Towards Comprehensive Space: A context for the programming/design of cybrids
Cybrids have been presented as mixed realities: spatial, architectural compositions comprised of physical and cyberspaces (Anders 1997). In order to create a rigorous approach to the design of architectural cybrids, this paper offers a model for programming their spaces. Other than accepting cyberspaces as part of architecture?s domain, this approach is not radical. Indeed, many parts of program development resemble those of conventional practice. However, the proposition that cyberspaces should
18.014 Calculus with Theory I (MIT)
18.014, Calculus with Theory, covers the same material as 18.01 (Calculus), but at a deeper and more rigorous level. It emphasizes careful reasoning and understanding of proofs. The course assumes knowledge of elementary calculus. Topics: Axioms for the real numbers; the Riemann integral; limits, theorems on continuous functions; derivatives of functions of one variable; the fundamental theorems of calculus; Taylor's theorem; infinite series, power series, rigorous treatment of the elementary f
18.781 Theory of Numbers (MIT)
This course provides an elementary introduction to number theory with no algebraic prerequisites. Topics include primes, congruences, quadratic reciprocity, diophantine equations, irrational numbers, continued fractions and elliptic curves.