Can You Solve This Radical Equation Without Getting Stuck? скачать в хорошем качестве

Can You Solve This Radical Equation Without Getting Stuck?

In this video, we solve the equation 4x√(1−x²) + 2x√(1−4x²) = √3 using a powerful trigonometric substitution method that turns a complicated radical equation into a clean trig identity. If you’ve ever struggled with equations involving square roots like √(1−x²) or √(1−4x²), this step-by-step tutorial will show you exactly how to recognize hidden sine and cosine patterns, choose the right substitution, and simplify the expression strategically. Problems like this appear in advanced algebra, precalculus, competitive math, and exam preparation, and mastering this technique will dramatically improve your ability to handle radical equations and trig-based substitutions with confidence. Whether you're preparing for exams or just enjoy elegant mathematical problem solving, this solution reveals the deeper structure behind what first looks impossible. 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