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MATH QUESTION


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im guessing its around 2-400,000 combinations...

 

which, one would be a lot of money to spend, but even more so would be more annoying writing out all the combinations. almost would make someone insane... hints why nobodies ever done it.

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Originally posted by fuse=--action@Apr 2 2006, 09:30 PM

Everytime I see a factorial, I want to yell the number

-fuse.

 

:haha: :haha: .....my teacher in high school made this joke in lecture....he wrote n! on the board, and said "do you guys know what this is?'....then he just yelled "N"...lol

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Originally posted by Future Droid+Apr 3 2006, 03:00 AM--><div class='quotetop'>QUOTE (Future Droid - Apr 3 2006, 03:00 AM)</div><div class='quotemain'>(44*43*42*41*40*39)/n!

 

where n is 5 or 6, one of those is the answer for sure...

[/b]

<!--QuoteBegin-fuse=--action@Apr 3 2006, 12:30 AM

I'm changing my answer to 1 in 42,354,312

 

I think I should have divided by 5! instead of 6!

 

 

Everytime I see a factorial, I want to yell the number

-fuse.

Thanks for agreeing with me.

 

-fuse.

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you dont have to match the powerball in perfect order. The odds of winning are on the back of the ticket. I think it is 1 in 250,000,000 or somewhere around there. So you would have to wait til the jack pot gets to like $500,000,000 before you can play every single number, win, and still turn a profit. On top of that, if you played everysingle number it would take you a year to run every number through their machine. Dope, eh?

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