#probabilistics meme
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The probability shouldn't depend on what happened before. So, still 1/2.
Idk if the meme means that a mormal ppl will trust the doctor cuz 20 ppl survived in a row and the dark side is cuz it is still 50%, or if the author meant that the dark side is cuz having 21 in a row is almost 0
I believe there's a fallacy associated with it. Don't remember what it's called, though.
The point is some people think that the large number of successes somehow raises the probability of success, but it doesn't.
If I roll a six 20 times on a dice, that just means I got lucky, not that the probability of getting a 6 isn't 1/6.
Another even darker side, though significantly harder to prove, is that the probability of encountering a failure at a finite time is 1
this bias of "it happened before these many times so it's even rarer" is what doesn't let us keep A in the exam 4 times
It kinda does in this context because it's not a random event, it's an application of a skill. The surgery having a 50% survival rate overall could just be due to general relative incompetence.
Hm... But it does say it about this surgery specifically. Maybe it's just a hard surgery.
Or it means the die is loaded, in which case it exactly means that the probability of getting a 6 isn't 1/6.
Well, of course.
Still, a sample size of 20 is too small to make any meaningful assumptions.
I mean, what's the proportion of fair D6es to loaded ones?
I don't think there's a fixed amount.
Hm... Are loaded dice manufactured in large amounts? Or are they usually made to order?
Or a rare one.
A 3-set of loaded D6es from Amazon is the first result for "loaded six sided dice" on Google.
Ah, really? Didn't know they were very popular. What law do they have?
Obviously they're significantly rarer than fair dice, but if they're any more common than one in 3 quadrillion, 20 sixes in a row is significant evidence.
Hm, yeah, fair, I guess.
Though, if those 20 sixes in a row were in an experiment with, say, 10000 throws, then that's less significant.
I mean, depending on the other 9980 throws.
Of course.
I mean, 20 sixes in a row is still significant evidence, it's just that the other 9980 throws, given they're sufficiently random, are even stronger anti-evidence.