For the mathematicians on here
Help solve a family argument.
Skipbo,
Playing with the family on hols, if you're not familiar with the game , it's basically 160 cards numbered 1-12.
You got to get rid of your deck into a community deck in the middle of the table , building stacks of cards numbered 1-12.
After dealing players cards You draw cards from a face down pile of cards which everyone takes from in turn.
NOW, when a pile is complete of 1-12 it gets discarded until there are no more face down cards , shuffled and your new deck is formed.
However, my in laws , once a 1-12 stack is complete they immediately shuffle the 12 cards and put them underneath the face down deck which you draw from.
I told them that it's wrong, because when you get to those face down cards, that you now have pockets of cards , albeit shuffled, ranging from 1-12.
They argued it doesn't matter , because they are shuffled. I couldn't explain it to them in layman terms.
Please help
Re: For the mathematicians on here
Are you asking a mathematician to help you explain that even if you shuffle these 12 cards numbered 1-12 there will always be 12 cards numbered 1-12?
Re: For the mathematicians on here
Quote:
Originally Posted by
Croesy Blue
Are you asking a mathematician to help you explain that even if you shuffle these 12 cards numbered 1-12 there will always be 12 cards numbered 1-12?
Yeah.
Say you got a deck if 10 sets of 1-12 fully shuffled.
You got a chance of getting 10 consecutive number 1's for instance.
But THEN you shuffle one set of 1-12 and stick them under that deck. You got one shuffled pocket of 1-12 .
My father in law keeps doing that you see.
So eventually the pack contains 10 sets of shuffled 1-12s in pockets of 12s . So making it impossible to draw 10 cards and getting 10 ones.
I tried explaing it to them and they wouldn't have it
Re: For the mathematicians on here
Serves you right for going on holiday with the outlaws !
Re: For the mathematicians on here
Obviously this is too difficult for the boys on here.
I'll go post this on a conservative forum
Re: For the mathematicians on here
Quote:
Originally Posted by
nugent
So eventually the pack contains 10 sets of shuffled 1-12s in pockets of 12s . So making it impossible to draw 10 cards and getting 10 ones.
t
yes that will happen, best you will get is 2 X 1's as they might be next to each other in the " sets "
