This Equation Tricks Almost Everyone. Two Different Methods.

In this math tutorial, we solve the equation √(3x+2) + x²/√(3x+2) = 2x using two powerful methods that make the solution clear and easy to follow. In the first method, 00:00, we use algebraic manipulation to transform the equation and show that (√(3x+2) − x)² = 0, which quickly leads us to the solution. This approach helps you see how to simplify expressions with square roots without making things messy. In the second method, 06:42, we use the AM-GM inequality to show that √(3x+2) = x²/√(3x+2), giving a completely different way to reach the same answer. This is a great example of how one problem can be solved using both algebra and inequality techniques. If you’re preparing for exams or want to improve your problem-solving skills, this video will help you understand square root equations, algebra tricks, and how to think more creatively in math. Don’t forget to like 👍, subscribe    / @nonsomaths  , and hit the notification bell for more math tips and tricks! You can support me here: https://buymeacoffee.com/nonsomaths #maths #algebra #matholympiad