Equation Solving | Nice Algebra Question | You should learn this trick!

Поділитися
Вставка
  • Опубліковано 10 січ 2025

КОМЕНТАРІ • 20

  • @mamedalizade3429
    @mamedalizade3429 2 роки тому +6

    So in this case I prefer to guess numbers

  • @romank.6813
    @romank.6813 2 роки тому +5

    For positive integers there are 4 solutions:
    1) 1, 2, 17
    2) 7, 7, 14
    3) 5, 10, 13
    4) 2, 11, 13
    Only the last one contains all primes.

  • @yuusufliibaan1380
    @yuusufliibaan1380 2 роки тому +2

    Good video and nice explain lesson so I say thank you very much

  • @JSSTyger
    @JSSTyger 2 роки тому +3

    My answer is 1, 2, 17

    • @piman9280
      @piman9280 2 роки тому +1

      1 is not prime.

    • @JSSTyger
      @JSSTyger 2 роки тому +2

      @@piman9280 This is what happens when I solve based on the thumbnail.

  • @piman9280
    @piman9280 2 роки тому

    In set notation, there is only one solution, namely {2, 11, 13}.

  • @mircoceccarelli6689
    @mircoceccarelli6689 Рік тому

    ( a , b , c ) :
    ( 17 , 2 , 1 ) , ( 13 , 11 ,2 ) , ( 13 , 10 , 5 )
    Combinazioni scambiando
    a con b o con c
    b con a o con c
    c con a o con b
    Stesso discorso con
    a , b , c negativi ! 😊

  • @AlexeyEvpalov
    @AlexeyEvpalov 2 роки тому +2

    Спасибо

  • @alexandrrotari1428
    @alexandrrotari1428 Рік тому

    7,7,14

  • @SuneKarlsson-sx3hl
    @SuneKarlsson-sx3hl 2 роки тому

    I also find 13, 10, 5

  • @michaelgreenlaw1978
    @michaelgreenlaw1978 2 роки тому +5

    1 2 and 17 works 1+4+289 = 294

  • @waygonedon
    @waygonedon 2 роки тому +1

    1 is not a prime, so the 1,2,17 solution isn't all primes.

    • @tunneloflight
      @tunneloflight Рік тому

      1 is indeed prime. That is excluded by standard definitions. But that is the same stupidity that causes Venn logic to fail by presuming that stating the existence of a set presumes that they is some member to the set. Lewis Carroll’s critique and opposite presumption in his symbolic logic make four a complete symbolic logic system, which Venn is not. Similarly, with primes, defining 1 to not be a prime creates unneeded problems. The definition for primes is rightly natural numbers divisible only by themselves and one, which does NOT mandate that there are TWO number divisors. One is the special cases where the two divisors are equal. 1 = 1. The appropriate reply to mathematicians asserting that 1 isn’t prime is PTHTHTHTH.
      Going back further, defining 1 as non-prime creates a system that corresponds to calculating systems before the number 0 was defined. Because 0 cannot be a number. By definition it is nothing. It is the absence of a number. Defining things that way creates no end of problems.
      This also harkens back to Copernicus and many before him who found that the Earth was round and NOT the center of the solar system. Defining the Earth as center was stupid and wrong. So to is defining 1 as non-prime.

  • @АндрейАнцышкин
    @АндрейАнцышкин 2 роки тому

    Наркоманы