Valthorn
@Valthorn@feddit.nu
- Comment on Anon is jealous 5 days ago:
Definitely. Imagine just being out on the town with your friends, answer a silly question, and BAM now you’re know world wide for oral sex. The amount of creepy dudes she has to deal with must be off the charts.
- Comment on I'm not worried you're worried 1 week ago:
About 6 million fewer votes for Trump than last election, which is good, but it doesn’t matter since there are 18 million fewer votes for Harris than for Biden last election! Where were those 18 million people? It can’t be that all of them are in the “I don’t vote for genocide” camp. What happened?
It’s never been clearer that not voting gives the election to the Republicans.
- Comment on The Divine Dick 1 week ago:
Are earthquakes the planet having an orgasm?
- Comment on Anon is a collector 4 weeks ago:
Rock and stone, brother!
- Comment on I know what I got. No low balls 1 month ago:
Sloppy joe from Wish
- Comment on I'm so sorry 2 months ago:
No you’re not.
- Comment on Somewhere, in the contiguous US, a woman in her mid 30s loses her fucking mind 2 months ago:
I believe this is the woman in her 30’s being referred to in the title.
- Comment on I just cited myself. 4 months ago:
While I agree that my proof is blunt, yours doesn’t prove that .999… is equal to -1. With your assumption, the infinite 9’s behave like they’re finite, adding the 0 to the end, and you forgot to move the decimal point in the beginning of the number when you multiplied by 10.
x=0.999…999
10x=9.999…990 assuming infinite decimals behave like finite ones.
Now x - 10x = 0.999…999 - 9.999…990
-9x = -9.000…009
x = 1.000…001
Thus, adding or subtracting the infinitesimal makes no difference, meaning it behaves like 0.
Edit: Having written all this I realised that you probably meant the infinitely large number consisting of only 9’s, but with infinity you can’t really prove anything like this. You can’t have one infinite number being 10 times larger than another. It’s like assuming division by 0 is well defined.
a0=b0, thus
a=b, meaning of course your …999 can equal -1.
- Comment on I just cited myself. 4 months ago:
x=.9999… 10x=9.9999… Subtract x from both sides 9x=9 x=1
There it is, folks.
- Comment on walkie talkie 1 year ago: