Math Olympiad | Can you solve given System of Equations ? | 95% Failed to Solve!

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#matholympiad #maths #systemofequations #algebra

Пікірлер: 21

  • @manojkantsamal4945
    @manojkantsamal4945Ай бұрын

    X=1, y=4, z=1

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    Right but there are total 3 solutions.

  • @superiorlyrics8326
    @superiorlyrics8326Ай бұрын

    👏👏👏

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    👍

  • @Rocio62154
    @Rocio62154Ай бұрын

    SENSATIONAL!!

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    Thanks!

  • @JPTaquari
    @JPTaquariАй бұрын

    Visually, in less than a minute, we see that the possibility set is 4, 1, 1 X can be 4; Y = 1 ; Z = 1; Y can be 4; X = 1 ; Z = 1; Z can be 4; X = 1 ; Y = 1; I tried to find the values ​​by developing the equations, but I didn't find a successor. Now I'm going to see your magic!!!!

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    Thank you

  • @prabhushettysangame6601
    @prabhushettysangame6601Ай бұрын

    Nice solution 👏

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    Yes, thanks

  • @user-ji5su2uq9m
    @user-ji5su2uq9mАй бұрын

    13:38 it is easy to use SDM instead of long division.

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    You mean synthetic division method?

  • @user-ji5su2uq9m

    @user-ji5su2uq9m

    Ай бұрын

    @@vijaymaths5483 yes

  • @user-gs3fk2ig4r
    @user-gs3fk2ig4rАй бұрын

    Consider a=x½, b=y½, c=z½ and eq a+b+c=4, a²+b²+c²=6, a⁴+b⁴+c⁴=18 a,b,c are nonnegative By the routine calculations, ab+bc+ca=5, abc=2. So {a,b,c}={1,1,2}. Thus, {x,y,z}={1,1,4}. Note that { } is a set symbol.

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    Correct but it is only one of the 3 solutions.Thanks for sharing and your feedback!

  • @user-gs3fk2ig4r

    @user-gs3fk2ig4r

    Ай бұрын

    @@vijaymaths5483 { } is a set symbol. This set symbol contains all three solutions.

  • @ranjanghosh4077
    @ranjanghosh4077Ай бұрын

    How do you get the cubic equation of m?

  • @crazyindianvines1472
    @crazyindianvines1472Ай бұрын

    Amazing!

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    Thanks!

  • @sumit-mn6ys
    @sumit-mn6ysАй бұрын

    Great effort for solving the solution Thanks 👍

  • @vijaymaths5483

    @vijaymaths5483

    Ай бұрын

    Welcome 👍

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