Solving an Elegant Rational Equation | Math Olympiad Prep!
Solving an Elegant Rational Equation | Math Olympiad Prep!
Welcome to another Math Olympiad preparation video! In this session, we dive into a beautiful and elegant rational equation that challenges even the best problem solvers. Watch as we break down the problem step-by-step, explore different approaches, and finally arrive at the solution. This video is perfect for students preparing for Math Olympiad competitions or anyone who enjoys tackling complex mathematical problems. Don't forget to like, share, and subscribe for more insightful math content!
🔢 What You'll Learn:
1- Fundamental concepts and definitions of rational equations
2- Step-by-step methodology to solve rational equations
3- Common pitfalls and how to avoid them
4- Expert tips and tricks for solving problems quickly and accurately
5- Practice problems with detailed solutions
#matholympiad #radicalequations #mathchallenge #algebra #mathcompetition #learnmaths #mathtutorial #problemsolving #advancedmaths #mathskills
Timestamps:
0:00 Introduction
1:01 Substitution
2:32 Pascal's triangle
3:15 Binomial expansion
8:35 Quartic equation
9:08 Real solution
11:45 Verification
Join us as we unlock the secrets to excelling in rational equations and take your Math Olympiad prep to the next level. Don't forget to like, subscribe, and hit the bell icon for more Math Olympiad prep videos.
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• A Fascinating Radical ...
• Math Olympiad Strategi...
Thanks for Watching !
Пікірлер: 9
Thank you for sharing 🙏 Sir....x=-2
-2
Let u=x+2. After simplifications, we'll get u^6+90u^4+810u^2=0, and then u^2(u^4+90u^2+810)=0. So, u^2=0 gives x=-2 and we have to solve u^4+90u^2+810=0. We get negative values for u^2, so no other real solutions. The only real solution is x=-2.
χ=-2 στο R
X=-2
2*3^6 could be simplified at a point did not understand why u didn’t
Real solution -(2/3)
x=-1
X=-2