I do indeed, and you're a saint for doing that. I desperately needed that.Originally posted by: asleepwalking00
I won't keep going, but you get the idea.
Originally posted by: asleepwalking00
Okay, I think I have it. Here is a small sample that you can extrapolate to 50 smurfs.
BBWBWW (123456 corresponding in the order the answer)
Before the lineup, the smurfs decide that the one who goes first will say his hat is black if there are an even number of black hats in front of him and white if there are an odd number. All of the other smurfs except for that first one must assume that the other smurfs answered correctly.
1 doesn't know his color, but he knows all of the others. Since there are 2 black hats in front of him he says his hat is black to let all the other smurfs know that there are an even number of black hats.
2 sees one black hat and three white hats in front of him. Since, in all, there is an even number of black hats he knows his hat is black and chooses black.
All of the smurfs now know that there is an odd number of black hats. 3 sees one black hat and two white hats. He knows he has to have a white hat since there is an odd number of black hats.
I won't keep going, but you get the idea.
Originally posted by: asleepwalking00
Okay, I think I have it. Here is a small sample that you can extrapolate to 50 smurfs.
BBWBWW (123456 corresponding in the order the answer)
Before the lineup, the smurfs decide that the one who goes first will say his hat is black if there are an even number of black hats in front of him and white if there are an odd number. All of the other smurfs except for that first one must assume that the other smurfs answered correctly.
1 doesn't know his color, but he knows all of the others. Since there are 2 black hats in front of him he says his hat is black to let all the other smurfs know that there are an even number of black hats.
2 sees one black hat and three white hats in front of him. Since, in all, there is an even number of black hats he knows his hat is black and chooses black.
All of the smurfs now know that there is an odd number of black hats. 3 sees one black hat and two white hats. He knows he has to have a white hat since there is an odd number of black hats.
I won't keep going, but you get the idea.
Originally posted by: WannaFly
What word when you capitalize the first letter changes its prononciation.
Originally posted by: DaShen
Originally posted by: RetailDirect
You're standing in a room completely filled with pure methane that is 10 feet wide by 10 feet long by 10 feet high.
You strike a match standing in the middle of the room.
How big would the blast radius be if Methane expands to twice its normal density after combustion? (The room is by itself in a field and made with normal building materials.)
There would be no blast radius because since it is filled with pure methane it has no O2 to explode. Trick question.
RIDDLE ME THIS, riddle me that
Originally posted by: IonYou
Originally posted by: DaShen
Originally posted by: RetailDirect
You're standing in a room completely filled with pure methane that is 10 feet wide by 10 feet long by 10 feet high.
You strike a match standing in the middle of the room.
How big would the blast radius be if Methane expands to twice its normal density after combustion? (The room is by itself in a field and made with normal building materials.)
There would be no blast radius because since it is filled with pure methane it has no O2 to explode. Trick question.
RIDDLE ME THIS, riddle me that
Riddle me this riddle me that.
Read the damn thread you friggin dingbat.
I posted it true, not long before you.
How you could miss it, I haven't a clue.
But of this I am sure: you've a loose screw.
Originally posted by: CarpeDeo
Originally posted by: asleepwalking00
Okay, I think I have it. Here is a small sample that you can extrapolate to 50 smurfs.
BBWBWW (123456 corresponding in the order the answer)
Before the lineup, the smurfs decide that the one who goes first will say his hat is black if there are an even number of black hats in front of him and white if there are an odd number. All of the other smurfs except for that first one must assume that the other smurfs answered correctly.
1 doesn't know his color, but he knows all of the others. Since there are 2 black hats in front of him he says his hat is black to let all the other smurfs know that there are an even number of black hats.
2 sees one black hat and three white hats in front of him. Since, in all, there is an even number of black hats he knows his hat is black and chooses black.
All of the smurfs now know that there is an odd number of black hats. 3 sees one black hat and two white hats. He knows he has to have a white hat since there is an odd number of black hats.
I won't keep going, but you get the idea.
Bingo!