
#matholympiad #algebra #maths . In this math tutorial, I solve the equation √(31−x)=31−x² using a smart substitution method that turns the problem into a system of equations. By letting y=√(31−x), we get the equations y²=31−x and x²=31−y. Solving the system leads to the beautiful relationships y=x or y=1−x, which makes finding the real values of x much easier. This is a very elegant algebra technique that avoids messy calculations and shows the power of substitutions in equation solving.. . If you are searching for radical equations, algebra tricks, substitution methods, simultaneous equations, or Olympiad style math problems, this video will help a lot. This tutorial is perfect for students preparing for exams, competitive math learners, and math enthusiasts who enjoy clever equation solving methods. Watch till the end to see how a difficult looking square root equation can be solved cleanly with simple algebra ideas.. . Don’t forget to like 👍, subscribe / @mathematicsstatisticsguru4144 , and hit the notification bell for more math tips and tricks!.

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