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a die will be rolled some number of times and you will win $1 if it shows an ace (1 dot) more then 20% of the time, which is better 60 or 600 rolls

a die will be rolled some number of times and you will win $1 if it shows an ace (1 dot) more then 20% of the time, which is better 60 or 600 rolls?
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Answer #1
a die will be rolled some number of times and you will win $1 if it shows an ace (1 dot) more then 20% of the time, which is better 60 or 600 rolls <pre><font face = "times new roman" size = 4 color = "indigo"><b> The probability of rolling an ace is {{{1/6}}} or {{{16&2/3}}}{{{"%"}}}. So the answer is 60 rolls. That's because with 600 rolls the number of aces will likely to be very close to 1/6 or {{{16&2/3}}}{{{"%"}}} whereas 60 rolls would likely not be as close to {{{16&2/3}}}{{{"%"}}}, thus 60 rolls would stand a better chance than 600 rolls of giving more aces than 20%. Did your teacher expect you to calculate those probabilities? If so, repost asking how. Edwin</pre>
answered by: guitarman
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Answer #2
The probability of rolling an ace is 1%2F6 or 16%262%2F3%27%25%27. So the answer is 60 rolls. That's because with 600 rolls the number of aces will likely to be very close to 1/6 or 16%262%2F3%27%25%27 whereas 60 rolls would likely not be as close to 16%262%2F3%27%25%27, thus 60 rolls would stand a better chance than 600 rolls of giving more aces than 20%. Did your teacher expect you to calculate those probabilities? If so, repost asking how. Edwin
answered by: HelpMe Please!!!!
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a die will be rolled some number of times and you will win $1 if it shows an ace (1 dot) more then 20% of the time, which is better 60 or 600 rolls
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