Math Olympiad | A Nice Algebra Problem | A Nice Radical Equation

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  • Опубліковано 12 жов 2024
  • math olympiad
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    Find the value of x?
    How to solve √2-√2-x =x
    In this video, we'll show you How to Solve Math Olympiad Question A Nice Radical Equation √2-√2-x =x in a clear , fast and easy way. Whether you are a student learning basics or a professtional looking to improve your skills, this video is for you. By the end of this video, you'll have a solid understanding of how to solve math olympiad exponential equations and be able to apply these skills to a variety of problems.
    #matholympiad #mathtricks #maths

КОМЕНТАРІ • 12

  • @MathsOnlineVideos
    @MathsOnlineVideos 7 днів тому +1

    Nice problem.
    I will give it to my learners.

    • @SALogics
      @SALogics  6 днів тому +1

      All the best ❤

  • @prasad4844
    @prasad4844 10 днів тому +1

    As always it was a pleasure to watch.thank you 🙏

    • @SALogics
      @SALogics  10 днів тому +2

      Glad you enjoyed it! ❤

  • @raghvendrasingh1289
    @raghvendrasingh1289 5 днів тому +1

    (x^2-2)^2 = 2-x
    subtracting x^2 both sides and factorising LHS
    (x^2-2 +x) (x^2-2-x) = 2-x-x^2
    transposing RHS term to LHS and taking common
    (x^2+x-2) (x^2-x-1) = 0
    (x+2) (x-1) ( x2-x-1) = 0
    and so on

    • @SALogics
      @SALogics  5 днів тому +1

      Very nice trick! ❤

  • @souzasilva5471
    @souzasilva5471 10 днів тому +1

    What would it look like if you exchanged 2 for 5?

    • @SALogics
      @SALogics  8 днів тому +1

      It would be nice! ❤

  • @prollysine
    @prollysine 9 днів тому +1

    by faktoring , (x-1)(x^3+x^2-3x-2)=0 , x=1 , x^3+x^2-3x-2=0 , (x+2)(x^2-x-1)=0 , x= -2 , x^2-x-1=0 , x=(1+/-V(1+4))/2 ,
    x= (1+V5)/2 , (1-V5)/2 , x= 1 , -2 , (1+V5)/2 , (1-V5)/2 , test , -2 , (1+V5)/2 , (1-V5)/2 not a solu , solu , x= 1 ,