✔ 最佳答案
The formula for the online Deal or No Deal:
At the end of each round, find the total of all amounts left on the board less than or equal to 75,000 and then also find the total of all the amounts greater than or equal to 100,000. The class called these the low sum and the high sum. The low sum gets multiplied by a factor that changes each round. It starts at .07 for the first round and then changes to .09 for the 2nd round. For the 3rd round on up the factors are .13,.17,.2,.25,.33; For the 8th round on up the factor stays at .5. My students called this the low total. The high sum gets multiplied by the exact same factor as the low sum, but then this number gets multiplied by another factor to yield the high total. (Note: You could really just use one factor here, but my students noticed that the factors they were calculating were really ugly, and they were multiples of the low sum factors.) These extra factors are .11, .16,.21,.26,.31.& ; ;nbsp; From here on up this extra factor gets .1 added to it after each successive round. The amount the dealer offers is the sum of the low and high totals.
An example:
After round 4, assume that the numbers left on the board are 5,75,5000,25000,5000 0,75000,200000, and 500000.
The low sum = 5 + 75 + 5000 + 25000 + 50000 + 75000 = 155080
The high sum = 200000 + 300000 = 500000
low total = 155080 * .17 = 26363.6
high total = 500000 * .17 *.26 = 22100
The dealer will offer 26363.6 + 22100 = 48463.6, which in the online version of the game will be rounded to 48464.
2007-03-01 22:53:12 補充:
中文翻譯:一擲千金的獎金計算公式當每個回合完結後電腦會計算在獎金版上的剩餘金額,有多少個的獎金總和小於或等於$75000,以及有多少個的獎金總和大於或等於$100000,這個組別也叫做「最低及最高總和」。
2007-03-01 22:58:13 補充:
最低總和會在每個回合中乘以一個比例,而第一次的比重是0.07,第二次的比重是0.09,第三至第七回合的比重分別是0.13,0.17,0.2,0.25及0.33。第八次或以上的比重將會是0.5。最高總和也是以同樣公式計算,但會乘以一個額外的比重,這些額外的比重分別是0.11,0.16,0.21,0.26及0.31。