State Lottery (semi-OT)
 

Noticed on bonuswhores they list at what dollar amount the bad beat jackpot tables become +EV. Is there a similar way to calculate if state lotteries ever become +EV?

You have the same chance to win no matter what the amount of the jackpot (with the exception that with higher jackpots more people play, so the chance of splitting is increased), so it seems to me if one were to play, one might be better off waiting for a higher jackpot.


That being said, I've only played a state lottery once, on my 18th birthday [img]/images/graemlins/grin.gif[/img]

Re: State Lottery (semi-OT)
 

Powerball becomes EV- around 195M if one person could win.

With split wins for the jackpot....i dont know if it is ever EV+.

-SFWUSC

Re: State Lottery (semi-OT)
 

A seat of the pants method is, you calculate the number of possible combinations for the lottery in question, and when (jackpot value) > (cost of ticket) * (# of combos), it becomes theoretically +EV. You should take into account whether it's a lump sum or an annuity (the annuity is worth very roughly half as much as the stated value of the jackpot), and if you really want to be thorough, find out the odds of winning a lower-tier prize and factor that in (more bother than I care to go through).

I play occasionally, when the jackpot > $100,000,000. At that point, I get enough entertainment value from fantasizing about winning to be worth dropping a few bucks. I know it will almost certainly never happen, but it's a lot of fun to dream about. [img]/images/graemlins/smile.gif[/img] I picked the $100,000,000 jackpot size as a nice round number that takes a while to reach and doesn't last long, so it automatically limits the $ I waste on this silliness. [img]/images/graemlins/grin.gif[/img]

Which reminds me, I want to swing by the store on my way home and pick up some Powerball tix tonight and see if I can start my Vegas vacation a week early.... [img]/images/graemlins/laugh.gif[/img]

-Mike

P.S - Here's a link discussing how to figure out the number of possible combinations in a given lottery: Ask Dr. Math.