Why Angry Birds Always Fly in Parabolas: The Math and Physics Behind the Game
When you pull back the slingshot in Angry Birds, you’re not just launching a bird, you’re launching a parabola. Every arc, every crash into a pig-filled tower, and every satisfying topple of wooden planks is quietly determined by the same equations that describe how a ball travels through the air. Beneath the game’s colorful chaos lies a world of mathematics: specifically, quadratic equations and the physics of projectile motion
How Cognitive Biases of Diplomats Influence Conflict Resolution and Peacemaking Strategies
The Influence of Sports on Local Economies
Geometry in the real world
Statistics in Sports
The Concept of Infinity
Regenerative Braking
The Role of Mathematics in Music
Statistics in Everyday Life
Algebra in the Real World
TikTok Bans and the Battle Over Digital Sovereignty
Tesla’s Entry into the Indian Market: Challenges and Opportunities
How Geopolitics Is Shaping the Semiconductor Race Between the US and China
Universal Basic Income (UBI): A Path to Prosperity or Economic Downfall?
The Future of Remote Work : Analysing Trends, Benefits, and Challenges in the Post-Pandemic World
Should the lives of young children be taken from them?
OpenAI vs. Hollywood: Who Owns Creativity?
The Rise of Generative Music and the Future of Sound
Unraveling Human Behaviour: The Fascinating Intersection of Psychology and Behavioural Economics