### Defining Mathematical Properties of Three-Dimensional Shapes

In this full lecture, you’ll classify common three-dimensional shapes such as cones, cylinders, and pyramids, by learning definitions and mathematical properties. […]

In this full lecture, you’ll classify common three-dimensional shapes such as cones, cylinders, and pyramids, by learning definitions and mathematical properties. […]

In this full lecture delve into voting paradoxes in outcomes of elections at national, state, and even club levels. Study Kenneth Arrow’s Nobel prize-winning impossibility theorem, and assess the U.S. Electoral College system, which is especially prone to counter intuitive results. […]

Problem Solving requires a change in your attitude—almost a new mindset. Discover how thinking creatively can help you solve math problems (and daily life problems) with a new ease. […]

In this lecture from The Power of Mathematical Visualization, professor James Tanton teaches intriguing new ways to perform basic multiplication — methods that teach you to visualize numbers in a whole new light. […]

While it’s nice to think that our challenge in life is to get rid of uncertainty and be in complete control of everything, that is not going to happen. One of life’s real challenges is to deal with the uncertain and the unknown in some sort of an effective way; and that is the realm of probability. […]

Polling can be an effective mechanism to predict the outcome of a vote, but in order to obtain valid results you have to be careful about how you construct your sample audience. […]

One of the most famous numbers in human history, as well as one of the most important numbers in our universe, is the number Pi. Just how well do you know its mathematical applications and historical impact? […]

Big data is often defined as having three v’s: volume, velocity and variety. We stand in a data deluge that is showering large volumes of data at high velocities with a lot of variety. With all this data comes information and with that information comes the potential for innovation. Let’s take a closer look at these “3 V’s” of big data and how they help us understand this highly complex field. […]

Randomness can be confusing to the human mind, because its expression is often quite different than what we expect it might be. […]

A compact, place-based number system with a symbol for zero opens the floodgates for arithmetic calculations and the discovery of new numbers. […]

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