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OpenStudy (anonymous):
I roll a fair dice 7 times. What is the probability that all the six sides of the dice come up? How should I calculate this?
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OpenStudy (anonymous):
Why to the power of 7? It doesn't matter what the last throw will appear to be what value because as long as all 6 sides have shown up?
OpenStudy (callisto):
sorry i misunderstood the question
OpenStudy (callisto):
6! / 6^6 * 1 = 720/46656 = 5/324 i'm not good at probability
OpenStudy (anonymous):
oh I see... Thanks for your help! :)
OpenStudy (callisto):
glad to help :)
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OpenStudy (anonymous):
By the way, should it be 7! or 6!?
OpenStudy (callisto):
6! i think
OpenStudy (callisto):
it's no. of choices
OpenStudy (anonymous):
I see. I wondered because there are 7 throws and it seems like it could permutate to have higher chances?
OpenStudy (callisto):
but i did missed sth...please also times 6 to the answer
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OpenStudy (callisto):
ie 5/54
OpenStudy (anonymous):
why times another 6 to the answer?
OpenStudy (callisto):
ah... neglect the 6..
OpenStudy (callisto):
sorry :(
OpenStudy (anonymous):
haha...it's okay. Thanks. :)
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OpenStudy (callisto):
welcome but you gotta check it.. i really did bad in probability!
OpenStudy (anonymous):
no problem. Thanks. :)
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