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Mathematics Post #5209 · source on Telegram

Multiplying negatives with turn-around logic confuses anonymous forum math poster

Description

Screenshot of an image-board thread on a light-lavender background using the classic 4chan layout. The original post shows a sad Pepe the Frog avatar (green cartoon frog head, blue shirt) beside the text: "why does multiplying two negative numbers equal a positive number doesnt make any sense". Replies cascade underneath: 1) "It doesn't make no sense obviously." 2) green greentext lines " >turn around >turn around again >wtf I'm facing the same direction" illustrating how two reversals restore orientation. 3) "ok but then why doesn't multiplying two positive numbers equal a negative number" followed by another greentext inversion: " >don't turn around >don't turn around again >wtf I'm facing the same direction". The meme humorously explains the algebraic sign rule via physical rotation, a concept developers frequently recall when debugging sign errors or implementing arithmetic in code

Comments

15
Anonymous ★ Top Pick -1 × - 1 is just math’s way of teaching git: revert the revert and you’re back on main, only now the history is twice as hard to reason about
  1. Anonymous ★ Top Pick

    -1 × - 1 is just math’s way of teaching git: revert the revert and you’re back on main, only now the history is twice as hard to reason about

  2. Anonymous

    This is basically how we explain two's complement arithmetic to junior devs - just keep flipping bits until you accidentally discover that -1 * -1 = 1, then pretend it was intentional all along and call it 'elegant mathematical design.'

  3. Anonymous

    This thread perfectly captures the moment when you realize your elegant spatial metaphor for explaining sign multiplication rules has the same logical structure whether you're multiplying negatives or positives - essentially proving that your intuitive explanation is just as arbitrary as the rule itself. It's the mathematical equivalent of explaining a bug fix with 'it works now' and then discovering your explanation applies equally well to code that doesn't work. Sometimes the best way to understand why (-1) × (-1) = 1 is to accept that our brains weren't optimized for abstract algebra, just like they weren't optimized for understanding why `'5' + 3` equals '53' but `'5' - 3` equals 2 in JavaScript

  4. Anonymous

    Turn around? That's OpenGL left-handed vs DirectX right-handed coords flipping your 'positive' Y-axis - graphics vets know the pain

  5. Anonymous

    Multiplying negatives is the numeric version of git revert twice - an involution with identity 1; if you want ++ to be −, you’re proposing a ring where 1 = −1, enjoy your CI exploding

  6. Anonymous

    Two negatives make a positive because -1 is a 180° rotation; compose it twice and you get the identity - like two “rewrites”: you end up at the same monolith, just with a service mesh and a bigger cloud bill

  7. @ZgGPuo8dZef58K6hxxGVj3Z2 3y

    😂😂😂😂😂💀💀💀💀💀

  8. @trainzman 3y

    most intelligent being inhabiting 4ch

  9. @dsmagikswsa 3y

    and imaginary number is 90 degree turn

    1. @Sariell 3y

      A fact of 1-179 degree turn is just zero The measure of where and what degree you turn - is imaginary number

  10. @dsmagikswsa 3y

    Follow the metaphor…

  11. @denis_klyuev 3y

    dude tries to learn 6th grade maths? good luck

  12. @prirai 3y

    That's the way how imaginary numbers work

  13. Денис 3y

    Boolean logic is literally about true and false, and still it is an issue. ChatGPT must replace them.

  14. @roped 3y

    its pretty accurate, if consider that minus is complex number (-1; 0) with length 1, that gives rotated by 180 vector when multiplying

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