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perfect1 said:Probability of winning $8 = 5/216
u r wrong. it was 6/216=1/36perfect1 said:Probability of winning $8 = 5/216
tahatehseen said:u r wrong. it was 6/216=1/36perfect1 said:Probability of winning $8 = 5/216
waztaz123 said:tahatehseen said:u r wrong. it was 6/216=1/36perfect1 said:Probability of winning $8 = 5/216
No it was 5/216 as there were only 5 different sequences of getting a score more than 15 (i.e from 16-18)
(6,6,6) (6,6,5) (6,6,4) (6,5,6) and (6,4,6)
5,6,6 would not be counted. The first 5 does not have a 6 preceding it. They gave 3 examples to show how the score was calculated. One of them was with 4 being first, and it was counted as 0.tahatehseen said:therefore (5,6,6) is counted because the score would be 5+6+6
I think i also got same answer in this. And for the second last part which asked for lowest "gross" value (the previous part one being the lowest net value), i think the answer was 77 and some digits after decimal because we have to add the 20 % tax and then $5(i dont remember what this 5 was).waztaz123 said:There was a part on Question 11 that asked of the minimum cost of top 15% order or something.
I got an answer of around $60 in decimals. Does anyone remember??
I think that the second point was a number before which there is a six will be counted like for 6,5,3 the score will be 6+5+0 (because before 3 there is no 6). Anyways i did not attempt this question 7 because i couldn't understand it.tahatehseen said:no... u didnt read the question properly! It stated that the score is counted by applying three rules:
1. A six is ocounted
2. A number “preceding” a six is counted
3. Any other number is not counted
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