Magnetic Nets And 3D Shapes: A Practical Geometry ExplorationUnfolding Geometry: Determining Surface Area with Magnetic Nets At the moment a student breaks open a 3D solid and lays it out flat, that is when the abstract idea of surface area comes to life and is made into a tangible, measurable problem. This is...Oct 30, 2025 · 4 min readsagedel.hashnode.dev
The Circle Model: Bridging Theory and Practical GeometryIntroduction Geometry has always been a captivating branch of mathematics — and among its many fascinating figures, the circle stands as one of the most important and beautiful. From ancient astronomers mapping the heavens to modern engineers designi...Oct 29, 2025 · 4 min readsagedel.hashnode.dev
The Mechanics of Timekeeping: A Focus on Clock ModelsDecoding Time: Rotational Motion and Measurement in the Math Lab The foray into a clock’s time is a product of hundreds of years of math and engineering progress. We have developed our Clock Models to break that down for you. We make the seconds, min...Oct 28, 2025 · 5 min readsagedel.hashnode.dev
Monge's Theorem: A Geometric Perspective on External Circle TangentsThe Logic of Alignment: At the centres of Similitude and Monge’s work Monge’s Theorem, named after the French mathematician Gaspard Monge, applies to any set of 3 circles in a plane that do not completely contain each other. The theorem focuses on th...Oct 27, 2025 · 4 min readsagedel.hashnode.dev
An In-Depth Look at Euler's Line and Triangle Center CollinearityIn 1765, Swiss mathematician Leonhard Euler put forth Euler's Line theorem, which states that in any non-equilateral triangle, the three main triangle centres are always colinear (lie on the same straight line). These centres are the Orthocenter (H),...Oct 24, 2025 · 5 min readsagedel.hashnode.dev