sag@lemm.ee to Memes@lemmy.ml · 10 months agoI love those pathlemm.eeimagemessage-square58fedilinkarrow-up1791arrow-down141
arrow-up1750arrow-down1imageI love those pathlemm.eesag@lemm.ee to Memes@lemmy.ml · 10 months agomessage-square58fedilink
minus-squareRunAroundDesertYou@lemmy.worldlinkfedilinkarrow-up40arrow-down4·10 months agoIdk, this really doesn’t have to do anything with Pythagora’s Theorem
minus-squareTransporter Room 3@startrek.websitelinkfedilinkarrow-up20arrow-down2·10 months agoBeyond the general “hehe funny meme” Some seem to think there’s some kind of math going on in people’s heads other than “shortcut” The knowledge of Pythagoras or math doesn’t factor in here at all. Toddlers do this. Having the knowledge just gives you fancy words for the resulting coincidental shape.
minus-squareTimeSquirrel@kbin.sociallinkfedilinkarrow-up3arrow-down1·edit-210 months ago Having the knowledge just gives you fancy words for the resulting coincidental shape. Isn’t that basically all of physics? Just an abstract concept to describe something that sort of fits the rules we extrapolated from observations so far.
minus-squaremyslsl@lemmy.worldlinkfedilinkarrow-up4arrow-down1·10 months agoYeah, true. No Euclidean distances implicit to this problem. Oh, wait…
minus-squareDessalines@lemmy.mllinkfedilinkarrow-up2·10 months agoYeah… this is just “the shortest distance between two points is a straight line”
minus-squarejenny_ball@lemmy.worldlinkfedilinkarrow-up1·10 months agoyea i get the intent but it doesn’t really make sense
Idk, this really doesn’t have to do anything with Pythagora’s Theorem
Beyond the general “hehe funny meme” Some seem to think there’s some kind of math going on in people’s heads other than “shortcut”
The knowledge of Pythagoras or math doesn’t factor in here at all. Toddlers do this.
Having the knowledge just gives you fancy words for the resulting coincidental shape.
Isn’t that basically all of physics? Just an abstract concept to describe something that sort of fits the rules we extrapolated from observations so far.
Yeah, true. No Euclidean distances implicit to this problem. Oh, wait…
Yeah… this is just “the shortest distance between two points is a straight line”
yea i get the intent but it doesn’t really make sense