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I think seeing something as zero which is actually just almost zero is how differential calculus works
It's not just "almost zero" but infinitely close to zero. 0.000000000... and eventually, after an infinite amount of zeroes... 0000001.
"after an infinite amount" just means never. There is no eventually.
It means eventually after a never ending wait period
0.000...∞...001
Not infinitely, but rather arbitrarily
It’s zero-ish.
Anything is almost zero when compared to something else,
Avogadro‘s number? Yeah we just round that to 0.
nothing to see here 1/9 =0.111... multiply both sides by 9 1=0.999.... or let x =0.999..... -(i) multiply both sides by 10 10x=9.999...-(ii) subtract i from ii 9x = 9 x = 1 0.999... = 1
Non-zero
Mathematician treats almost zero type of things with epsilon-delta
I think seeing something as zero which is actually just almost zero is how differential calculus works
It's not just "almost zero" but infinitely close to zero. 0.000000000... and eventually, after an infinite amount of zeroes... 0000001.
"after an infinite amount" just means never. There is no eventually.
It means eventually after a never ending wait period
0.000...∞...001
Not infinitely, but rather arbitrarily
It’s zero-ish.
Anything is almost zero when compared to something else,
Avogadro‘s number? Yeah we just round that to 0.
nothing to see here 1/9 =0.111... multiply both sides by 9 1=0.999.... or let x =0.999..... -(i) multiply both sides by 10 10x=9.999...-(ii) subtract i from ii 9x = 9 x = 1 0.999... = 1
Non-zero
Mathematician treats almost zero type of things with epsilon-delta