Poker Chips Numbered 20

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poker chips numbered 20
Need help deciphering a poker math problem? ?

I have a question that I can not get my head around. I saw a great Money poker game with six players competing for a total prize pool of $ 620,000. All players at the table had pledged $ 600,000 $ 620,000 prize pool (they could not split the lot split, because it is mandatory that at least $ 20,000 and a bracelet for Play). Now, instead of $ 100k each, who will host the benefit in terms on how many chips each player had shared. I can not remember the numbers, but the chip leader ended up with about $ 170 000, and the low $ 55,000 stack ended around with it. I quick note of each chip stack, and it went like this: 1 Shane – 2.James $ 6,998,221 – $ 4,677,841 3rd Bobby – $ 3,284,706 4th Peter – $ 2,956,834 5th Sarah – $ 2,661,042 6th Bill – $ 1,072,356; how much would each player get, and how was the final amount adds up?

First, add all the money on the table (about $ 20m or so) Divide: Shane's money / total multiply money ($ 6,998,221 / $ 20,000,000) = ~ 0.3: * 0.3 prize pool ($ 600,000 * 0.3 = ~ $ 170,000) Use only one Computer, no brains numb as mine.

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