It’s actually closer to 0.3333 per slice, not sure if that helps. That way there’s less on the knife.
ShyguyFlyguy on
The reality is that 0.999 repeating is = to 1. There is no number in between those two therefore, they are the same number.
Edit: just to add
1 ÷3 = 0.333…
0.999…÷3=0.333…
Both give the same answer so they must be the same number
AFedoraNamed_Key on
Who says “I’m” like that
uknow_es_me on
each piece is 1/3 .. 3/3 = 1
silly decimals
_Lucille_ on
I would love to see someone actually slice a cake such that each piece is exactly 0.333
siddharthvader on
Narrator: each piece wasn’t 0.333 of the cake
Uriel_dArc_Angel on
Buahaahahaha!!!
mallebrok on
If you use fractions your knife will always be clean.
Amaria77 on
Well, if I’m cutting the cake, my 1/3 is going to be bigger than your 1/3. That way we don’t need the question.
bloodychill on
Premise wasn’t 3 equally sized slices of cake. The first “Correct” response was wrong.
DerpiestDave on
I hate that I laughed so hard about that.
kamalhusta10 on
Me trying to calculate my vacation days.
NightOwl_82 on
What!! 🤣
Admirable_Count989 on
Right up there with infinite πr²h cake… thank you π. You can never have too much cake.
mynameisjebediah on
Math is can be infinite and perfectly continuous but the actual universe is discrete. There’s a minimum energy, a minimum length etc etc. So if you perfectly divided a cake into 3 that means the amount of cake molecules/compounds are divisible by 3.
Jlhightower on
Math never lies, but this one definitely stole a bite
Judithbdutcher on
0.999 = 1, but the knife joke deserves extra credit 😂😂
NeoSolid on
Some say that 0.001 is still being divided to this day.
26 Comments
That guy sounds more like an Engineer than a Mathematician.
😅😅😅
“u will find the remainder on the knife” I think would be a better punch line but still not bad, not sure why this is getting downvoted.
hahaha
I made a ‘hah’ sound
good response to a dumbass
Hold up! what? hahaha 😂😂🤣
Okay, that got a snort out of me. Good stuff
This is actually proof that .999… = 1
https://en.wikipedia.org/wiki/0.999..
It’s actually closer to 0.3333 per slice, not sure if that helps. That way there’s less on the knife.
The reality is that 0.999 repeating is = to 1. There is no number in between those two therefore, they are the same number.
Edit: just to add
1 ÷3 = 0.333…
0.999…÷3=0.333…
Both give the same answer so they must be the same number
Who says “I’m” like that
each piece is 1/3 .. 3/3 = 1
silly decimals
I would love to see someone actually slice a cake such that each piece is exactly 0.333
Narrator: each piece wasn’t 0.333 of the cake
Buahaahahaha!!!
If you use fractions your knife will always be clean.
Well, if I’m cutting the cake, my 1/3 is going to be bigger than your 1/3. That way we don’t need the question.
Premise wasn’t 3 equally sized slices of cake. The first “Correct” response was wrong.
I hate that I laughed so hard about that.
Me trying to calculate my vacation days.
What!! 🤣
Right up there with infinite πr²h cake… thank you π. You can never have too much cake.
Math is can be infinite and perfectly continuous but the actual universe is discrete. There’s a minimum energy, a minimum length etc etc. So if you perfectly divided a cake into 3 that means the amount of cake molecules/compounds are divisible by 3.
Math never lies, but this one definitely stole a bite
0.999 = 1, but the knife joke deserves extra credit 😂😂
Some say that 0.001 is still being divided to this day.