You get a deck of 32 total cards.
In those you can enumerate say jack as 8 or queen as 9. The lowest enumeratable number is 6 as the highest 9.
You know have to pick a card from the deck.
Let's say you picked jack which we could call 8 as well if we like.
You now have to pick as many cards so that you count up from 8 (Jack) to 11.
That means, that you now have to take 3 more cards. You now have one stack of cards.
This you need to repeat - pick another random card, let's say queen with the number 9 for instance, and pick two more cards (you got another deck now) - meaning until there are no enumerateable cards anymore.
The knowledge that you now have are the leftout cards, and the number of diffrent stacks.
Here is the question: how big of s number is the sum of all the cards that made the stacks with (You obviously cannot loon)? You can also see this generally and create an equation.
In those you can enumerate say jack as 8 or queen as 9. The lowest enumeratable number is 6 as the highest 9.
You know have to pick a card from the deck.
Let's say you picked jack which we could call 8 as well if we like.
You now have to pick as many cards so that you count up from 8 (Jack) to 11.
That means, that you now have to take 3 more cards. You now have one stack of cards.
This you need to repeat - pick another random card, let's say queen with the number 9 for instance, and pick two more cards (you got another deck now) - meaning until there are no enumerateable cards anymore.
The knowledge that you now have are the leftout cards, and the number of diffrent stacks.
Here is the question: how big of s number is the sum of all the cards that made the stacks with (You obviously cannot loon)? You can also see this generally and create an equation.
