Instructional Video10:57
Professor Dave Explains

Late Medieval Philosophy: Abelard, Avicenna, Aquinas, et al.

12th - Higher Ed
We've covered early medieval philosophy, so let's move forward to the later part of this era, which is called the Scholastic period. This is marked by a strong Aristotelian influence, as well as the rise of universities as we know them...
Instructional Video6:01
Curated Video

John Locke: Wie man freie Denker bildet

Higher Ed
Lockes Ideen zu Religion und Demokratie wurden zur Grundlage der meisten liberalen Gesellschaften und machen ihn zum Vater des Liberalismus. Einige sind jedoch der Meinung, dass sein Erziehungsratgeber "Some Thoughts Concerning...
Instructional Video5:39
Curated Video

Rational Number Equations

K - 8th
"Rational Number Equations" explains how to solve equations in the form px = q where p and q are given rational numbers by using knowledge of inverse operations.
Instructional Video4:37
Curated Video

Illustrate Subtraction Equations

K - 8th
Illustrate Subtraction Equations solves subtraction equations containing non negative rational numbers by using a bar model.
Instructional Video13:37
Brian McLogan

Main things you need to know on finding the domain of a rational function

12th - Higher Ed
In this video I will explain the main points you need to know to understand how to find the domain of a rational expression. For each point I will apply some examples. ⭐ Find the domain of a rational function practice - • Find the domain...
Instructional Video1:39
The Business Professor

Just World Effect

Higher Ed
What is the Just World Effect? In psychology, the just-world phenomenon is the tendency to believe that the world is just and that people get what they deserve. Because people want to believe that the world is fair, they will look for...
Instructional Video2:23
The Business Professor

Management Decision Making Models

Higher Ed
What are common Management Decision Making Models? The Rational Model, The Intuitive Model,The Recognition Primed Model, Vroom-Yetton Decision-Making Model, and. Bounded rationality model.
Instructional Video3:10
Curated Video

Modelling Politics

12th - Higher Ed
Tufts University philosopher Brian Epstein describes how key aspects of his philosophical views of the social world can be directly applied to politics, explaining that to understand politics, it is vital to consider what led people to...
Instructional Video3:08
Curated Video

Investigating Corruption

12th - Higher Ed
Tufts University philosopher Brian Epstein describes how carefully developing a model of bureaucratic corruption can lead to identifying key factors that traditional social science models will necessarily overlook.
Instructional Video1:51
Curated Video

Towards a Civilized Discussion

12th - Higher Ed
Primatologist Frans de Waal (Emory) relates his frustration with both fundamentalists and so-called neo-atheists, both of whom he believes inhibit an open discussion on morality.
Instructional Video2:07
Curated Video

Political Character

12th - Higher Ed
Philosopher Brian Epstein (Tufts) uses the example of electoral control models to highlight problems with model-building.
Instructional Video4:43
Curated Video

A Sense of the Numinous

12th - Higher Ed
Rabbi Emeritus David J. Goldberg relates the irrational side of the human condition, how he has more in common with moderates of other religions than he does with extremists of his own, and the constant tensions between particularism and...
Instructional Video3:26
Curated Video

Beyond Irrationality

12th - Higher Ed
Philosopher Brian Epstein (Tufts University) argues that the social world cannot be explained through individuals alone.
Instructional Video4:44
Curated Video

Identify Extraneous Solutions

K - 8th
“Identify Extraneous Solutions” will review the different methods of how to test equations for extraneous solutions.
Instructional Video2:53
Curated Video

Dividing Rational Numbers

3rd - Higher Ed
"Dividing Rational Numbers” will review the rules and procedures for dividing rational numbers.
Instructional Video2:49
Curated Video

The Importance of Irrationality

12th - Higher Ed
Princeton University physicist Paul Steinhardt reveals how irrational ratios of two repeating patterns produces intriguing and unexpected effects.
Instructional Video8:30
Curated Video

Solutions by Graphing Systems

K - Higher Ed
This video will discuss examples to find approximate solutions by graphing, using technology. Equations of the form f(x) = g(x) will be solved, where f(x) and g(x) may be linear, polynomial, rational, absolute value, exponential, or...
Instructional Video13:06
Why U

Algebra 91 - Rational Functions and Vertical Asymptotes

12th - Higher Ed
A rational function is any function that can be written as a fraction whose numerator and denominator are polynomials. Rational functions include a broad range of possibilities. For example, since a polynomial can be a constant, a...
Instructional Video4:06
Curated Video

Understanding Rational and Irrational Numbers: Identifying Decimal Patterns

9th - 12th
In this video, the teacher discusses the concept of rational and irrational numbers by analyzing a specific number value and four statements about it. Through a clear and concise explanation of integers, whole numbers, and fractions, the...
Instructional Video3:44
Curated Video

Is Mathematics INVENTED or DISCOVERED?

Pre-K - Higher Ed
The tale of mathematics is as old as humanity. It has evolved from simple math, like counting cattle, to an intricate study of an object through abstract concepts that we know today. It was not until 600 BC, when civilizations settled,...
Instructional Video1:41
Curated Video

The song of multiplication table of eight.

K - 8th
The song of multiplication table of eight.
Instructional Video1:10
Curated Video

Draw an angle of a known measure

K - 8th
Draw an angle of a known measure
Instructional Video1:17
Curated Video

The meaning of the centimeter cube

K - 8th
The meaning of the centimeter cube
Instructional Video1:50
Curated Video

The song of multiplication table of six.

K - 8th
The song of multiplication table of six.