How many angels can dance on the head of a pin?
How many angels can dance on the head of a pin?
The moderator told me questions like this aren't stupid and they're the point of this community.
I want an answer.
How many angels can dance on the head of a pin?
The moderator told me questions like this aren't stupid and they're the point of this community.
I want an answer.
That depends on whether the angels in question are bosons or fermions—which in turn depends on how they’re spinning (so the dance they’re performing may also be relevant).
As many angels as actually exist.
Can jesus microwave a burrito so hot that even he couldn't eat it?
Not enough info. What wattage of microwave? What size and filling of the burrito? Is he allowed to drink water and/or wine between bites? Have you recently modified the DNS settings on the microwave?
This is gonna turn into a dumb shitpost community, isn't it?
It already is. That was the whole point of this post.
Yesterday a moderator told me that it was not a stupid question to ask if a ship can fit in a Klein bottle.
So I'm basically trolling. I'm leaving this community if the mods don't step up.
It's gotten totally out of hand.
I appreciate the troll. It's always bugged me that this community took the name from reddit without the actual theme. This place should be for "common sense" questions you feel stupid having to ask but instead it's mostly been ELI5, asklemmy, and a variety of loaded questions.
How is that a stupid question though? Does the average person know that a Klein Bottle is a surface with zero volume?
Maybe they were wondering if it was no ship will ever fit or every ship ever made is would be in it at the same time?
I'd say since angels are imaginary, √-1 angels would fit on a pin head.
All of them. None of them.
sqrt(-1).
What is "women around me, described using math terms only"?
jAngel
None, because they don't exist.
Okay then, how many angels can dance on the head of a small block Chevy?
I have many pins here, so try again.
What if the pins are imaginary too
42
Three but only if they want to and leave their friends behind.
zero or more
Right answer should be none, zero. I have few friends named Angel (that is their first name) and none of them can dance.
4 to 7 depending how fast they can move their feet
Wait what why
It depends on how you define angel.
And "dance", "on", "the head of", and "pin".
"Can" weirdly enough doesn't have sufficient variation to introduce uncertainty here.
Angles have not been proven to exist, so I guess 0 and ∞.
If you can find proof of angels existing, then we would need to have more specifics:
We'd also need to find out if angels are solids, or if they could pass through eachother as that could reduce the space they need and alter the answer significantly.
Not sure what point you're trying to make - people come from all walks of life... A stupid question to me may not be a stupid question to everyone else.
Would you know how to survive like a Sentinelese?
Could you tell me how to export a list of packages I have installed on my computer using pacman and yay so I can batch install them after wiping my computer?
Could you tell me the typical directory where I could find the word.dot file for a typical Windows user running Microsoft Office?
Would you know why you can't mix DOT2 and DOT3 but you can mix DOT3 and DOT4?
How big is the pin?
Precisely as many angels as there are whole numbers, or exactly as many as the quantity of numbers you can count between 0 and 1 (0.5, 0.2341, etc).
The original context of the question was more about if angels and the afterlife were physically manifest or intangible, and early thinking about how infintesimals work.
But there are more numbers between 0 and 1 then there are whole numbers. So are the countable many angles or uncountably many?
exactly as many as the quantity of numbers you can count between 0 and 1
I specified countable to keep them in the same class of infinity. :) not about to make that mistake when bringing pedantry to a silly fight. .
Since it's implied that they have names, I'm going to use that as my argument for there being a countably infinite number. If you want to argue that only certain special angels have names, like Michael or π, then I'd say they're uncountable.
If you wanted to argue that omnipotence means a deity could defy logical restrictions and allow contradictory truths to coexist, then I'd say I'm far too sleepy for that discussion but I love where you're heads at. :P
Nobody knows. there may even be a finite number of angels since countless may not reffer to the math term we use today
What kind of Angel, would be a follow-up. There's different kinds.
Yes
This was actually a Victorian parody question they invented to make fun of medieval philosophers. Nowadays we think Thomas Aquinas, etc. were making quite sophisticated points, albeit within the boundaries of the religious society of the time.
Ah, there it is.
5
The right amount
It's just the one goose.
7
mod(0,0)
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Please answer my question.
3 or 54 exactly, and nothing in between. Also, you are taking all of this waaay too seriously. Go touch some grass.