Only Geniuses Can Solve This Olympiad Problem | ab=40, bc=50, ca=60 Welcome to another exciting Math Olympiad challenge! 🎓✨ In this video, we explore a tricky algebraic problem often seen in Olympiad exams, competitive tests, and aptitude assessments. We are given three conditions: 👉 ab = 40 👉 bc = 50 👉 ca = 60 From these, we’ll dive deep into algebra to find a × b × c, (abc)², and other hidden values by connecting clever algebraic identities. 🔑 What you’ll learn: ✔️ How to simplify complex algebra problems step by step ✔️ Tricks and shortcuts useful for Math Olympiads & competitive exams ✔️ Visualizing and solving equations logically ✔️ Building strong problem-solving skills for school and beyond This problem is not just about solving equations — it’s about learning smart techniques that make math fun and logical. 📌 Perfect for: Students preparing for Olympiads Teachers looking for interesting math challenges Anyone who loves tricky and brain-busting math puzzles Your queries maths magic tricks by sumit sir nervous system science olympiad math classes for competitive exams unacademy maths and english by akash sir competitive maths questions with solutions english olympiad coaching american math olympiad questions trigonometry olympiad problems vipul sir maths classes today mental maths for competitive exams jee advanced toughest maths questions how to teach olympiad math 👉 Stay till the end of the video — the final answer will surprise you! Don’t forget to Like 👍, Comment 💬, and Subscribe 🔔 for more exciting math challenges every week. #MathOlympiad #MathChallenge #TrickyMaths #AlgebraProblem #OlympiadMath #MathPuzzle #AlgebraTrick #GeniusMath #CompetitiveMath #BrainBuster