Learn all about symmetry in this essay from simple illustrations. To test your knowledge, there is also a fun bonus puzzle waiting for you at the end!
How To Really Solve This Tricky Algebra Problem (VII)
The Tricky Algebra Problem Series celebrates the joy of algebra! Problems range from beginner to advanced levels.This one is a math olympiald level problem!
How To Actually Run A Growing Science Blog
You don’t get to run a growing science blog everyday. It is indeed a privileged position to be in. This essay goes into the nitty-gritty of achieving this feat!
How To Really Understand Gruen Effect
Gruen effect (also known as Gruen transfer) is a psychophysics concept that subtly underlies your supermarket and shopping mall experiences. When was the last time that you visited your nearby supermarket to pick up toilet paper and ended up buying a whole list of items that you did NOT plan to buy? If that sounds familiar […]
How To Really Solve This Fun Geometry Puzzle?
I recently came across this fun geometry puzzle and it managed to engage me. Don't let it fool you. This puzzle is much easier than it looks!
Greater Fool Theory – How Does It Really Work?
The greater fool theory from the field of finance models crowd psychology around overvalued assets. Knowledge about this theory helps you avoid market traps!
How To Really Understand Pascal’s Wager
Pascal’s wager is a theological argument made by the iconic science figure, Blaise Pascal. The plot twist is that it involves bets and scientific thinking!
How To Really Solve This Tricky Algebra Problem? (VI)
Welcome to the sixth entry in the tricky algebra problem series. In this essay, you are challenged to solve a secondary-school level math olympiad problem!
How To Really Understand Fractals?
Fractals are generally seen as geometric shapes that self-similarly contain themselves at arbitrary scales. Learn about fractals intuitively in this essay!
How To Intuitively Understand Buffon’s Needle Problem
Buffon’s needle problem is a game that juxtaposes geometry and probability. It is a profound concept that laid the foundations of geometric probability.