Intellect PlusMaths
9 cards. Each one is a 40-second story with a five-minute read behind it.
Can you master the fundamentals of calculus using only basic mathematics?This video demonstrates how to understand core calculus concepts, such as integration and derivatives, by applying simple mathematical principles to geometric problems like findin…
Why categorizing the infinite landscape of mathematics is so difficultMathematics is not a collection of isolated subjects but a vast, interconnected web. This video attempts to map out the primary branches of math, exploring how these fields overla…
How to solve for two unknowns at the exact same timeSimultaneous equations can feel like a puzzle with too many moving parts. This video breaks down the logic into a clear four-step process to help you isolate and solve for multipl…
Mastering mental math techniques for high-pressure examinationsThis video demonstrates rapid calculation methods designed to solve complex problems faster than a calculator. It explores specific tricks for multiplying two-digit numbers and fi…
Why math feels impossible—and how to actually master itMany students struggle with math because it feels nonsensical or tedious. This video explores why that happens and introduces a specific system for practicing problems in a way th…
Can you grasp the core of mathematics in just nine minutes?Explore a rapid-fire overview of complex mathematical disciplines, from the mechanics of differential equations to the foundations of information theory.
Can the entire landscape of mathematics be distilled into 14 minutes?Mathematics is often perceived as a daunting wall of complexity. This video attempts to dismantle that barrier by providing an interactive, fast-paced overview of the field's core…
Stop memorising formulas and start mastering mathematical conceptsMany students struggle with mathematics because they rely on rote memorisation. This video presents eight practical study strategies designed to move beyond memorising formulas an…
Maths proves you can cut one ball into pieces and build two identical balls.In 1924 two mathematicians proved that a solid ball can be split into just a handful of pieces and reassembled, by moving and rotating alone, into two balls exactly the same size …