How is the gambler’s fallacy not a logical paradox? A flipped coin coming up heads 25 times in a row has odds in the millions, but if you flip heads 24 times in a row, the 25th flip still has odds of exactly 0.5 heads. Isn’t there something logically weird about that?

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I know it’s true, it’s just something that seems hard to wrap my head around. How is this not a logical paradox?

In: Mathematics

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Anonymous 0 Comments

Everyone’s phone number is in pi because pi is so big.

Every time you flip a fair coin, it’s a new flip. Eventually there will be a result that you want, but who knows when it will occur?

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