What properties would a physical biased die have?
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Answered by
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Hey mate ^_^
Meaning you look at the probabilities in terms of the frequency you would expect to see them appear in a given number of trials...
So for example: randomly guessing on a 40 question multiple choice test with 4 choices per question the probability of getting a correct answer is 25%.....
#Be Brainly❤️
Meaning you look at the probabilities in terms of the frequency you would expect to see them appear in a given number of trials...
So for example: randomly guessing on a 40 question multiple choice test with 4 choices per question the probability of getting a correct answer is 25%.....
#Be Brainly❤️
Answered by
3
Hello mate here is your answer.
Suppose we have three 6-sided die that all share the same common bias:
For a single dice: let the probability of rolling a 2 or P(2)=2×P(1P(2)=2×P(1), let the probability of rolling a 3 or P(3)=3×P(1)P(3)=3×P(1), and so on...
Such that:P(2)=2P(1),P(3)=3P(1),P(4)=4P(1),P(5)=5P(1),P(6)=6P(1)P(2)=2P(1),P(3)=3P(1),P(4)=4P(1),P(5)=5P(1),P(6)=6P(1)
Given that the sum of all the probabilities is 1, we can get that P(1)=1/21,P(1)≈.0476
Hope it helps you.
Suppose we have three 6-sided die that all share the same common bias:
For a single dice: let the probability of rolling a 2 or P(2)=2×P(1P(2)=2×P(1), let the probability of rolling a 3 or P(3)=3×P(1)P(3)=3×P(1), and so on...
Such that:P(2)=2P(1),P(3)=3P(1),P(4)=4P(1),P(5)=5P(1),P(6)=6P(1)P(2)=2P(1),P(3)=3P(1),P(4)=4P(1),P(5)=5P(1),P(6)=6P(1)
Given that the sum of all the probabilities is 1, we can get that P(1)=1/21,P(1)≈.0476
Hope it helps you.
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