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The Riddle Thread
Try to solve the previous riddle while adding one of your own!
Here's Mine:
A woman has 7 children, half of them are boys.
How can this be possible?
all of them are boys.
Re: The Riddle Thread
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| Originally posted by sym Try to solve the previous riddle while adding one of your own! Here's Mine: A woman has 7 children, half of them are boys. How can this be possible? |
Re: Re: The Riddle Thread
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| Originally posted by DigiNut Yeah I've heard that one too, the guy above me just answered it. Kind of lame, doesn't really make sense. Here's one: 4 people are standing in a line, all wearing either a white hat or a black hat, and each person can see everyone in front but not their own or anyone behind. They all know that not every hat is the same colour. From front to back, it goes [ B B W B ]. After a few seconds of silence, one of them suddenly announces their own colour - who is it and why? |
Re: Re: Re: The Riddle Thread
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| Originally posted by Noisician do they how many black/white hats there are? |
I had to google to get my answer so i move to the back of the line and keep my mouth shut 
w says his color, because he knows that, since the man behind him does not say anything, his hat MUST be of the different color than those of the men in fron of him. otherwise, the man behind him would know that he wears a white hat, since there has to be at least one hat of the opposite color (which he doesn't wear).
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| Originally posted by DTMMfam all of them are boys. |
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| Originally posted by jdjd is that really the answer? no offense to you, but how the hell does that make any sense? |
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| Originally posted by Noisician w says his color, because he knows that, since the man behind him does not say anything, his hat MUST be of the different color than those of the men in fron of him. otherwise, the man behind him would know that he wears a white hat, since there has to be at least one hat of the opposite color (which he doesn't wear). |
You're supposed to post a new one when you solve!
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| Originally posted by jdjd is that really the answer? no offense to you, but how the hell does that make any sense? |
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| Originally posted by sym Yea, it is kinda stupid. Here's one I just saw in a movie which is kinda stupid too I guess... What eats to live, but never drinks? |
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| Originally posted by jdjd i think by the time your food gets to your lower colon or something like that, all the fluid is gone, so ya that part must eat to live but doesnt drink |
, not the one I heard tho
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| Originally posted by sym Yea, it is kinda stupid. Here's one I just saw in a movie which is kinda stupid too I guess... What eats to live, but never drinks? |
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| Originally posted by whitesmoke there are various desert shrews that only eat and never have to drink. they get all their water requirements from the succulent plants they eat. cool fact about them....their kidneys are so efficient that they can urinate powder to conserve water loss.... since it is a riddle i doubt this is the answer |
just remembered one decent math problem/riddle i had to solve recently.
there are a certain number of books lying on the floor that u need to pack in boxes via tying them up into packages. u first try to make some packages with only 4 books in each, but then u notice that, at the end, 1 book is left unpacked. u then try to make a number of packages with 5 books in each, which also leaves only 1 book left. so u make packages with 6 books in each, which, once again, yields one single book remaining on the floor. finally, tying up 7 books together leaves u no additional books whatsoever. my question is, *at least* how many books had to be lying on the floor?
it's pretty easy, though
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| Originally posted by Noisician just remembered one decent math problem/riddle i had to solve recently. there are a certain number of books lying on the floor that u need to pack in boxes via tying them up into packages. u first try to make some packages with only 4 books in each, but then u notice that, at the end, 1 book is left unpacked. u then try to make a number of packages with 5 books in each, which also leaves only 1 book left. so u make packages with 6 books in each, which, once again, yields one single book remaining on the floor. finally, tying up 7 books together leaves u no additional books whatsoever. my question is, *at least* how many books had to be lying on the floor? it's pretty easy, though |
| quote: |
| Originally posted by Noisician just remembered one decent math problem/riddle i had to solve recently. there are a certain number of books lying on the floor that u need to pack in boxes via tying them up into packages. u first try to make some packages with only 4 books in each, but then u notice that, at the end, 1 book is left unpacked. u then try to make a number of packages with 5 books in each, which also leaves only 1 book left. so u make packages with 6 books in each, which, once again, yields one single book remaining on the floor. finally, tying up 7 books together leaves u no additional books whatsoever. my question is, *at least* how many books had to be lying on the floor? it's pretty easy, though |
It cannot be seen, cannot be felt,
Cannot be heard, cannot be smelt.
It lies behind stars and under hills,
And empty holes it fills.
It comes first and follows after,
End life, kills laughter.
What is it?
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| Originally posted by Omegasox 301 |
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| Originally posted by Noisician not so fast, young man! u have to prove that and also give me one formula that summarizes all possible cases |
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| Originally posted by Syphiux It cannot be seen, cannot be felt, Cannot be heard, cannot be smelt. It lies behind stars and under hills, And empty holes it fills. It comes first and follows after, End life, kills laughter. What is it? |
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| Originally posted by Noisician not so fast, young man! u have to prove that and also give me one formula that summarizes all possible cases |

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| time? |
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| Originally posted by Omegasox But I guess 1 is the answer so all that was for nought! =\ |

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