Originally posted by TommyC Are you going to take that back, after I PM'd you the answer and explanation, along with the point of my first post on this thread, btw?!
I must say I like your hints embedded in your postings!
Originally posted by AThousandYoung I'd never have gotten it without your hint.
The question could be made a lot harder if one asked how many customers she would have somewhere around her trillionth day, say. Still, I'm confident it would be no more than 99.
Originally posted by TommyC Are you going to take that back, after I PM'd you the answer and explanation, along with the point of my first post on this thread, btw?!
No, because you still fail to understand my point.
I like puzzles but for some reason I find this one annoying rather than clever or interesting. I think that is because I find the scenario silly (why a shop?) and the sequence daft.
For those who are still unclear about the sequence, it's here: http://tinyurl.com/pc38p
The best bit about this thread (in my opinion) was TommyC's clues.
Originally posted by Diapason I like puzzles but for some reason I find this one annoying rather than clever or interesting. I think that is because I find the scenario silly (why a shop?) and the sequence daft.
For those who are still unclear about the sequence, it's here: http://tinyurl.com/pc38p
The best bit about this thread (in my opinion) was TommyC's clues.
Thanks. That almost comically-dry website is new to me btw - another item to add on to the long list of reasons that I'm glad that I'm no longer a mathematics undergraduate!
well everyone ignored my first post so here goes a more explicit attempt. 1 customer comes in at a time, no matter how many there are in a day the next number of customers to walk in is 1.
Originally posted by aginis well everyone ignored my first post so here goes a more explicit attempt. 1 customer comes in at a time, no matter how many there are in a day the next number of customers to walk in is 1.
How do the customers know whether they should come or not? Does the woman close the shop when the correct number has been reached? What if she doesn't get enough customers one day? Will she run out of pie then?