Solving for the Maximum Value of an Expression | Olympiad Prep

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  • Опубліковано 18 чер 2024
  • Hello My dear family I hope you all are well if you like this video about "Solving for the Maximum Value of an Expression" for Math Olympiad Preparation then please do subscribe our channel for more mathematical adventures like this.
    This tutorial of algebraic challenges explains the quest to find the maximum value of an expression. Whether you're gearing up for Olympiad competitions or simply love unraveling mathematical mysteries, this video is your ultimate guide. Join us as we decode intricate algebraic puzzles, unveiling strategies and techniques essential for mastering maximum value problems. Let's sharpen our mathematical prowess together and soar to new heights of problem-solving excellence!
    #mathematics #algebra #olympiadpreparation #matholympiad #problemsolving #mathpuzzles #educationalcontent #mathematicseducation #algebraicchallenges #math #mathisfun
    Timestamps:
    0:00 Introduction
    1:30 Algebraic identities
    3:30 Pascal triangle
    6:55 AM-GM inequality
    7:50 Maximum value of expression
    🎯 This video is perfect for students, math enthusiasts, or anyone seeking to sharpen their problem-solving skills and gain confidence in dealing with rational expressions. 🎓📈
    🔔 Challenge yourself and see if you can solve the equation before we do! Hit the like button if you're up for the challenge and remember to subscribe for more exhilarating math content! 🛎️🔔
    Don't forget to like, comment, and subscribe to join our math-loving community. Let's get started on this exciting journey together! 🤝🌟
    Thanks for Watching!
    @infyGyan

КОМЕНТАРІ • 6

  • @mircoceccarelli6689
    @mircoceccarelli6689 Місяць тому

    👍👍👍🤪😁👋

  • @mohammedsaysrashid3587
    @mohammedsaysrashid3587 Місяць тому +1

    Nice introduction...x=-2 .thanks 🙏Sir for sharing ........

    • @infyGyan
      @infyGyan  Місяць тому

      Thanks for watching 🙏

  • @user-nd7th3hy4l
    @user-nd7th3hy4l Місяць тому

    34/3

  • @user-kp2rd5qv8g
    @user-kp2rd5qv8g Місяць тому +1

    After simplifications, the function f(x) = 6 -4(x^2+1/x^2) = 14-4(x+1/x)^2. Now, x+1/x is greater than or equal to 2. Thus, the maximum value of the given expression is 14 - 4(2^2) = -2.

  • @kassuskassus6263
    @kassuskassus6263 Місяць тому

    The maximum value of the expression is -2, for x=+or-1