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It is how probabilities work. A plain example: The odds of flipping ten heads in a row are 1/1024, but if you've already flipped nine heads, the odds of flippin
by Arnt 4y ago
It is how probabilities work. A plain example: The odds of flipping ten heads in a row are 1/1024, but if you've already flipped nine heads, the odds of flipping ten heads are 1/2.
- refurb 4y agoCan you please tell me in detail how you're not agreeing with what I said? I said the exact same thing. "If I flip a coin and get heads 3 times in a row it doesn’t change the odds on the 4th flip."
- Arnt 4y agoIt's not the odds of the fourth flip, it's the difference between four flips and a fourth flip. Look upstream, you'll find someone (you perhaps? I don't care who) who doesn't realise whether the current La Niña situation is equivalent to a fourth-flip or a four-flips situation. A common problem in statistics, in my experience: People sort of understand two statistical statements, but then apply the wrong one to the real-world situation they're in.