Whose your daddy?

LibraryFool77 said:
I’m about done w this site. Nobody has asked a intelligent question in years,give a guy a bone!
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Suppose Bob can break and run out 30% of the time when he plays 9-ball and breaks. What is the probability that Bob can break and run at least 10 5 consecutive racks if he breaks no more than 100 total racks?

Show your work.
 
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LibraryFool77 said:
I’m about done w this site.
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The only way to leave this site is to call your shot and Run-Out...
LibraryFool77 said:
Nobody has asked a intelligent question in years,give a guy a bone!
Click to expand...

There hasn't been an intelligent person in my family for years. Ok... I have an intelligent question. Give me a few minutes to remember it.
 
Frosty said:
It seems perhaps you expect others to entertain you, that’ll leave you disappointed. I hope you’re not asking anyone to plead with you to change your decision and stay, that’ll leave you disappointed as well, Rough crowd here
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Song Of The Day....
 
couldnthinkof01 said:
Why announce your departure?
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I think that is the proper thing to do otherwise it turns into Missing Person, GoFundMe, Is He Ok?, etc. I left once without saying goodbye and not one person checked in on me. It hurt my pride so badly I came back to piss everyone off. And I'm staying just to piss everyone off. And I hope I am😝
 
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GoldCrown said:
I think that is the proper thing to do otherwise it turns in Missing Person, GoFundMe, Is He Ok?, etc. I left once without saying goodbye and not person checked in on me. It hurt my pride so badly I came back to piss everyone off. And I'm staying just to piss everyone off. And I hope I am😝
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1785941530271.jpeg
 
Chris said:
Suppose Bob can break and run out 30% of the time when he plays 9-ball and breaks. What is the probability that Bob can break and run at least 10 consecutive racks if he breaks no more than 100 total racks?

Show your work.
Click to expand...
Is he wearing slip-on or shoelaces?
 
Chris said:
Suppose Bob can break and run out 30% of the time when he plays 9-ball and breaks. What is the probability that Bob can break and run at least 10 consecutive racks if he breaks no more than 100 total racks?

Show your work.
Click to expand...
Thus, the probability of achieving at least one occurrence of 10 consecutive successes in 100 trials with a success probability of 0.3 is approximately 0.000537, or 0.0537%.

See, AI really is good for something.
 
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