Media4Math's Video Library is a collection of videos on key topics in pre-algebra and algebra. Each video includes several worked-out examples that clearly explain the key concept. All videos include real-world applications of math.This is a growing collection of resources, so keep coming back!(Want to learn more about our subscription packages? Click here.)
|
Sort descending | Thumbnail Image | Description | Curriculum Topics |
---|---|---|---|
Video Tutorial: Slope Formula: Positive Slope, Coordinates in Quadrant I |
Video Tutorial: Slope Formula: Positive Slope, Coordinates in Quadrant I | Slope | |
VIDEO: Geometry Applications: Coordinate Geometry |
VIDEO: Geometry Applications: Coordinate Geometry
In this program we look at applications of coordinate geometry. We do this in the context of three real-world applications. In the first, we look at longitude and latitude as a spherical coordinate system for navigation. |
Applications of Coordinate Geometry and Coordinate Systems | |
VIDEO: Geometry Applications: Coordinate Geometry, 1 |
VIDEO: Geometry Applications: Coordinate Geometry, Segment 1: Longitude and Latitude.
Greenwich, England, is the location of the Prime Meridian and offers a point of departure for a discussion of the longitude and latitude coordinate system. |
Applications of Coordinate Geometry and Coordinate Systems | |
VIDEO: Geometry Applications: Coordinate Geometry, 2 |
VIDEO: Geometry Applications: Coordinate Geometry, Segment 2: Rectangular Coordinates.
Centuries ago a Spanish galleon, The Atocha, sank off the coast of Florida, taking its gold treasure down with it. Aside from the technology used to recover the treasure, it was a rectangular coordinate system that made such an endeavor possible. |
Applications of Coordinate Geometry and Coordinate Systems | |
VIDEO: Geometry Applications: Coordinate Geometry, 3 |
VIDEO: Geometry Applications: Coordinate Geometry, Segment 3: Polar Coordinates.
The Guggenheim Museum in New York City has a spiral shape that is an example of a polar coordinate graph. This shape, found often in nature, is a way to understand the Fibonacci Sequence. |
Applications of Coordinate Geometry and Coordinate Systems |