Question: This table shows the possible outcomes when two regular dice are rolled and their dots added togetuies. The probability of getting a sum of 2
This table shows the possible outcomes when two regular dice are rolled and their dots added togetuies. The probability of getting a sum of 2 is 1/(36 ^ 3) the probability of getting a sum of 3 is 1 2/36 and so on.
Die-1
5
7
7
1
1234567
45678
6849
Die-2
23456
3456789
234567
14
9
10
6849012 11
10
11
8
I plan to replace the 2 on die-1 with an 8. Die-1 will now look like:
"Create a" new die-2 so that the probabilities of the sum remain the same (i.e. so that the probability of getting a sum of 2 is still 1/(36') the probability of getting a sum of 3 is still 2 36^ + and so on). Clearly describe the new die-2. (4 points)
New Die-1
3 4
6
New Die-2
8
5
9
10
11
12
2 = 1/36 3 = 2/36 4 = 3/36 5 = 4/36 6 / (5/36) 7 = 6/36 9 = 4/36 10 = 3/36 11 = 2/36 12= 136
8 = 5/36
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