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submitted 11 months ago by Toes@ani.social to c/196@lemmy.blahaj.zone
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[-] arisunz@lemmy.blahaj.zone 30 points 11 months ago

this comment section illustrates perfectly why i hate maths so much lmao

love ambiguous, confusing rules nobody can even agree on!

[-] UnRelatedBurner@sh.itjust.works 18 points 11 months ago

lol, math is literally the only subject that has rules set in stone. This example is specifically made to cause confusion. Division has the same priority as multiplication. You go from left to right. problem here is the fact that you see divison in fraction form way more commonly. A fraction could be writen up as (x)/(y) not x/y (assuming x and y are multiple steps). Plain and simple.

The fact that some calculator get it wrong means that the calculator is wrongly configured. The fact that some people argue that you do () first and then do what's outside it means that said people are dumb.

They managed to get me once too, by everyone spreading missinformation so confidently. Don't even trust me, look up the facts for yourself. And realise that your comment is just as incorrect as everyone who said the answer is 1. (uhm well they don't agree on 0^0, but that's kind of a paradox)

[-] Primarily0617@kbin.social 12 points 11 months ago

math is literally the only subject that has rules set in stone

go past past high school and this isn't remotely true

there are areas of study where 1+1=1

[-] Klear@lemmy.world 4 points 11 months ago

...given specific axioms. No rules are being broken.

[-] Primarily0617@kbin.social 2 points 11 months ago

but which axioms you decide are in use is an arbitrary choice

[-] Globulart@lemmy.world 2 points 11 months ago* (last edited 11 months ago)

In modular arithmetic you can make 1+1=0 but I'm struggling to think of a situation where 1+1=1 without redefining the + and = functions.

Not saying you're wrong, but do you have an example? I'd be interested to see

[-] SmartmanApps@programming.dev 1 points 7 months ago

go past past high school and this isn’t remotely true

But this is a high school Maths question, so "past high school" isn't relevant here.

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