How Mary calculated 57×135 so quickly? -Trachtenberg math, movie 'Gifted'-

Sdílet
Vložit
  • čas přidán 24. 11. 2023
  • Mary solved the problem, 57×135 in the movie 'Gifted'.
    She did mental calculation which is called Trachtenberg system.
    This video explains in detail how Mary solved the problem.
    You can understand the process of Trachtenberg multiplication
    #Gifted #calculation #Trachtenberg
    a scene from the movie Gifted
    what is the Mary's secret?
    the process of solving 57×135 with Trachtenberg system.
    introduction to Trachtenberg and Trachtenberg system

Komentáře • 21

  • @ewenchan1239
    @ewenchan1239 Před měsícem +6

    The most challenging aspect to the Trachtenberg method is that in researching this topic, I have seen the method explained at least in three uniquely, different ways.
    Thus, this suggests that either there is a misunderstanding about the method itself, or that the way that people learn about it or how they're being taught about it, is inconsistent.

    • @math_travel
      @math_travel  Před měsícem +2

      thank you for your comments. I did my best to understand this method exactly, but it didn't seem to be enough. furthermore I had to adjust the way during making this video. I mentioned about this point in the video. sorry for that😪

    • @ewenchan1239
      @ewenchan1239 Před měsícem +1

      @@math_travel
      No worries.
      It's all good.
      Thank you for your video and the explanation of the Trachtenberg method.
      I appreciate it.

    • @christopherellis2663
      @christopherellis2663 Před 10 dny

      True, it's very wonky, as presented. Quite forgettable.

  • @leoddagan
    @leoddagan Před 28 dny +6

    Trachtenberg is an interesting method but... way too long for this kind of simple calculation problem.
    Since the age of 10 I do the mental calculation like this, keeping the most possible rounded numbers:
    57 x 135 = 60 x 135 - 3 x 135
    60 x 135 = (6 x 100 + 6 x 30 + 6 x 5) x 10 = (and I hope everybody has it) (600 + 180 + 30) x 10 = 8100
    3 x 135 = 3 x 100 + 3 x 30 + 3 x 5 = 300 + 30 + 15 = 405
    or 3 x 135 = 3 x 130 + 3 x 5 = 390 + 15 = 405 (just because I love multiplying 13)
    8110 - 405 = 8100 - 100 - 300 + 10 - 5 = 8000 - 300 - 5 = 7700 - 5 = 7695
    This one is quite simple so I only need 4 steps to solve the problem but the trick resides in always decomposing the operands.
    Believe me or not, I'm very fast 😉

    • @math_travel
      @math_travel  Před 28 dny +2

      whenever I see people who is good at mental calculation, I have no choice but to show repects. thank you for showing your process and comment! good day!

  • @AnAntidisestablishmentarianist

    How did Mary calculate 57×135 so quickly? She read the script.

    • @math_travel
      @math_travel  Před 14 dny +1

      I do hope so! thanks😆

    • @byronrobbins8834
      @byronrobbins8834 Před 13 dny

      ​@@math_travel57*135 would basically be the number 7695 via my calculation.

    • @math_travel
      @math_travel  Před 13 dny

      @@byronrobbins8834 congratulations and thaks

  • @centpushups
    @centpushups Před 21 dnem

    Reminds me of the writing method called chiasm. Typically seen a lot in biblical writing .

    • @math_travel
      @math_travel  Před 21 dnem

      I'm sorry I have no idea about chiasm. thanks for a comment. good day😁

  • @pietergeerkens6324
    @pietergeerkens6324 Před 19 dny +1

    For a mental math problem, more likely she recognized that 57 = 3 * 19, and 135 * 3 = 405.
    Then 57 * 135 reduces to 405 * 19, a much simpler mental math problem.

    • @math_travel
      @math_travel  Před 19 dny +1

      I guess you are good at mental calculation. I have no idea about that. so it seems to me that there is not a big difference between 57*135 and 405*19. sorry. I want you to know that there could be a possibility not to be correct im my explantions. it was not easy for me to understand exactly the Trachtchenberg system. thanks😁

    • @pietergeerkens6324
      @pietergeerkens6324 Před 19 dny +1

      @@math_travel Others may feel differently, but for me it's necessary to reduce carrying in order to reduce memory load. Whereas calculations are easy on their own.
      Perhaps if I practiced the Trachtenberg system I'd change my mind - but first impression is that it is making the opposite trade-off to what works for me.

    • @math_travel
      @math_travel  Před 19 dny +1

      @@pietergeerkens6324 'to reduce carrying~~' it is a interesting mention.it gives me some feeling about your way. thanks!

  • @mottthehoople693
    @mottthehoople693 Před 16 dny +1

    My Grandfather could speak read and write 7 languages fluently ( English ,French ,Italian,Russian,German ,Polish and Latin) and could do complex engineering calculations in his head to 6 decimal places.He was a metallurgist in france before ww2. He could do these calculation in his head faster than I could do them with a calculator....I suspect he might have been a polymath...very obnoxious and short tempered but could do anything with his hands...couldn't buy a piston for an engine? he cast his own and machined it made the rings gudgeon pin etc etc...

    • @math_travel
      @math_travel  Před 16 dny +1

      your grandfather amazes me like you were amazed. I am sorry that you couldn't calculate faster than him even with the help of calculator. it's funny. I am wondering how much you are able like him. thanks for your comments!!!

    • @mottthehoople693
      @mottthehoople693 Před 15 dny +1

      @@math_travel He thought I was the dumbest member of the family...and I have a degree in mining engineering!!! He used to give me engineering problems while he was laying in bed in hospital dying from Prostate cancer...He truly was unique ..and he fought in the free french army then later in the underground..He started my mechanical education when I was 10 .Working on motorcycles clock mechanisms .At eleven I could set the valves set the timing float heights spark plug gaps on halve a dozen different engines

    • @math_travel
      @math_travel  Před 15 dny +1

      @@mottthehoople693 your grandfather and you were unique. I think you should thank for the relationship with your grandfather.I appreciate you share your story. thanks

    • @mottthehoople693
      @mottthehoople693 Před 15 dny

      @@math_travel thank you for your kind words