Curated Video
Constructing Segments and Angles
In this video, you will learn how to construct congruent line segments and congruent angles. To complete constructions in mathematics, you will need only two tools: a compass and a straightedge.
ProTeachersVideo
Painting With Numbers: Safety in Numbers
Marcus du Sautoy delves into the fascinating world of mathematical codes and shows us how modern technology relies on them to let us communicate quickly, effectively and safely. In this programme, Marcus explains how everything from the...
Let's Tute
Constructing Perpendicular Bisector of a Line Segment
In this video you will learn How to construct tangents to a circle from a point outside a circle - Geometric Constructions
Let's Tute
Geometry: Construction and Naming of Shapes and Line Segments
This video is a beginner's guide to geometry, specifically focusing on line segments, rays, angles, and the construction of line segments in a given ratio. The video uses real-life examples and step-by-step instructions to make the...
Let's Tute
How to Divide a Line Segment in a Given Ratio
The video teaches how to divide a line segment in a given ratio using the example of dividing line AP in the ratio 3a:2. It explains how to locate 5 points and draw lines to divide the segment accurately. The method is useful for solving...
3Blue1Brown
What does genius look like in math? Where does it come from? (Dandelin spheres)
A beautiful proof of why slicing a cone gives an ellipse.
Curated Video
Gauge Theory Made Simple: How Symmetry Works in Quantum Physics
If you ask a physicist, what is at the core of physics, you will hear symmetry. What is symmetry? Gauge theory explained simply. Symmetry is about actions that don't change anything. If we take an equilateral triangle, and put a mirror...
Curated Video
Constructing Linear Functions: Calculating Slope and Y-Intercept
In this video, the teacher explains how to construct a linear function to model a scenario. They use examples such as the growth of antelope population and the cost of a cell phone plan to demonstrate how to calculate the slope and Y...
Let's Tute
Using Geometry in Real Life: The Construction of a Bridge
This video discusses how equilateral and isosceles triangles are used in bridge construction to distribute weight and forces evenly. The engineer explains how to prove that the angles of an isosceles triangle are equal when the sides are...
Curated Video
How to Draw an Isosceles Triangle in a Coordinate Plane | 7.G.A.2
In this math video we will learn how to draw an isosceles triangle in a coordinate plane. We will be given three important fact about a triangle to construct a triangle in the given coordinate plane. We will first understand how to...
FuseSchool
MATHS - Geometry - Constructing Angles
In this video, we are going to look at how to construct different angles using only a compass and a ruler.
Tarver Academy
Measuring & Constructing Angles - GEOMETRY 1.3
In This Episode, Tyler Teaches Us About Measuring & Constructing Angles - GEOMETRY 1.3
Tarver Academy
ACT PREP - Constructing Equations
In This Episode, Tyler Teaches Us About ACT PREP - Constructing Equations
Tarver Academy
Measuring and Constructing Segments - GEOMETRY 1.2
In This Episode, Tyler Teaches Us About Measuring and Constructing Segments - GEOMETRY 1.2
Brian McLogan
What does radians in terms of pi mean and how does it look
👉 Learn about the angles on the unit circle. A unit circle is a circle which radius is 1 and is centered at the origin in the cartesian coordinate system. To construct the unit circle we take note of the points where the unit circle...
Let's Tute
Construction of Tangents to a Circle from a Point Outside
In this video we will understand what are the various combination of plane figures which are related to circle and how can we find the area of such kind of shapes.
KnowMo
Loci and Regions: Understanding Locus of Points in Mathematics
This video is a lecture presentation on Loci and region. The speaker explains what a locus is and discusses the tools required for solving loci problems, including a ruler, compass, protractors, pens, and pencils. The speaker then goes...
Why U
Algebra 11 - Cartesian Coordinates in Three Dimensions
Just as the Cartesian plane allows sets of ordered pairs to be graphically displayed as 2-dimensional objects, Cartesian space allows us to visualize sets of ordered triples in three dimensions.
Curated Video
Models and Simulations in Engineering
Models and Simulations in Engineering” will explore the different methods that engineers use in order to represent and test their designs.
Brainwaves Video Anthology
Alan Kay - Remembering Seymour Papert
Seymour Papert, whose ideas and inventions transformed how millions of children around the world create and learn, died in July 2016 at his home in East Blue Hill, Maine. He was 88. Papert’s career traversed a trio of influential...
Curated Video
Baseball's Home Plate Is IMPOSSIBLE Mathematically
Home base is defined by a geometric construction. Take a square whose side is 17" and then remove two corners. The adjacent sides are 8.5", and the two remaining sides are 12" and meet at a right angle. The only problem: this is an...
World Science Festival
The Ghost in the Machine
What is a soul? Is there really something to it, or is it a product of platonic essentialism—our "human-ness"—guided by mathematical computation? As the field of robotics advances in leaps and bounds, will we one day lose that essence?...
APMonitor
k-Nearest Neighbors in Python
k-Nearest Neighbors classification is a type of lazy learning as it does not attempt to construct a general internal model, but simply stores instances of the training data. Classification is computed from a simple majority vote of the k...
Curated Video
The "Fibonacci" Sequence Was Actually Discovered In India 1000 Years Earlier
The sequence of numbers 1, 1, 2, 3, 5, 8, 13, etc was described by Fibonacci around 1200 AD. The Indian mathematician Pingala found the sequence at least 1,000 years before (probably 200 BC) while analyzing Sanskrit poetry. This video...