Hacker News new | past | comments | ask | show | jobs | submit login

Presumably the math there is expected value, but does that even matter?

Imagine two lotteries that each sell ten million $1 tickets, and will only sell one ticket per person.

One has a jackpot of $7 million. The other has a jackpot of $15 million.

Math would tell you there's a significant difference between the two, wouldn't it?

But I would say the right answer is that the difference in payout doesn't matter. And you probably shouldn't buy either ticket.

Am I reading it wrong, is 'math' supposed to mean something else here?




You overanalysed it. The math is simply that you are statistically unlikely to get your dollar back.


Is that even math? I can accept that but it's not a very satisfying answer.

And almost anyone playing the lottery can tell you the chance of winning a jackpot is very low!




Consider applying for YC's Spring batch! Applications are open till Feb 11.

Guidelines | FAQ | Lists | API | Security | Legal | Apply to YC | Contact

Search: