Why does ∞ - ∞ ≠ 0?
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- Опубликовано: 6 окт 2024
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how this video is 1 minute ago but this comment was 2 days
@Thanh_Khuong 🤯🤔
Sorry but I was looking for a new mic for new situation when I got your notification. I started watching and realized how clear your audio was. Can you kindly tell me the exact mic you are using ? I hope you don't mind.
well there are ♾️ reasons why i guess.
good one
Too be honest..
You can't subtract them
If you do it still will be infinity...or Normal number
Hi Bri, ive been a fan of your channel for a little over two years now. I showed one of your proofs in my further maths class today and even my teacher was impressed, keep up the good work sir 😎
Loved the new editing style
Because infinite isn't a number. Trying to subtract infinite from infinite makes about as much sense as subtracting red from blue.
Yes, I already understood that there is many infinity's
The question was, what you will get if you will subtract infinity from an "equal" infinity, and as I can see, it's pretty much 0.
Basically if you don't know exactly how many things you have, then you cannot take away any number of things from them to get something that you know about.
Lots of love from India sir ❤❤❤❤❤❤❤
Just rotate it 90° it'll become a number ez
270°
maths is haram. why are you watching this as a muslim girl?
@@deleted_handleI fail to understand this unexplained postulate. Please elaborate…
L'Hopital's Rule mentioned 📣
Interesting - although the discussion about infinity could go on for infinity!
This is one of the ∞ proofs for this
♾️ - ♾️ = the nulity element. I guess.
Damn
infinity is not a number, so you can't use such operations on it
Real
Can you please do integral of x^(e^x)
1
Hi
Let’s goooo🎉
773 views wooh this guy fell off
first besides pinned comment
You’re second but close enough and well RUclips makes it seem like you’re first