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This is a discussion on IQ Question Thread within the General Discussion forums, part of the Community category; Kind of a spinoff of the history thread...except the answers are not really 'peekable', if you're creative enough with the questions. Gop_Jeff suggested the first ...
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Quote: Originally Posted by Comrade Kind of a spinoff of the history thread...except the answers are not really 'peekable', if you're creative enough with the questions. Gop_Jeff suggested the first question: Otherwise, no it can't be done because you have an odd number of doors.
__________________ "The point of having an open mind, like having an open mouth, is to close it on something solid." - G. K. Chesterton |
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| I don't think it's possible to do this in that order. The reason is you can narrow this problem down to the garden, which has three doors to it in the center. Any entrace from outside (which is required here) eliminates two of these doors as you go into and out of the garden the first time. Then that leaves you outside the last door, which still must be entered once in the walk around. And, when entered, cannot be left again. |
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| Yep, I think maybe walking 'away' in this case means the actual outline of the house, and not the 'center of mass'. But if that were so, that would be kind of a trick question. |
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| Free, you can take the next question if you like. Or anyone else who wants to jump start the thread. I'll be back in a half hour after my workout to see the brainiacs in action. |
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Quote: Originally Posted by Comrade Free, you can take the next question if you like. Or anyone else who wants to jump start the thread. I'll be back in a half hour after my workout to see the brainiacs in action. Later!
__________________ "The point of having an open mind, like having an open mouth, is to close it on something solid." - G. K. Chesterton |
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Quote: Originally Posted by Comrade -------------------------------------------------------------------------------- Kind of a spinoff of the history thread...except the answers are not really 'peekable', if you're creative enough with the questions. Gop_Jeff suggested the first question: Quote: There is a donut-shaped house with a garden in the middle. The house has six doors. There are three doors on the outside of the house that lead away from the house, and three doors on the inside of the house that lead into the garden area. True or false (and explain your answer): you can walk up to the house, go through each door exactly once, and walk away from the house. He already answered that, so if you turn a left handed glove inside out will it fit on a right hand? Last edited by Said1; 04-29-2005 at 09:15 PM. |
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Quote: Originally Posted by Said1 He already answered that, so if you turn a left handed glove inside out will it fit on a right hand? But if it were a pair of generic gloves, using generic hands, I'd say yes. |
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Quote: Originally Posted by Comrade Not if it's O.J. Simpsons! But if it were a pair of generic gloves, using generic hands, I'd say yes. Like magic gloves? Well, all my daughers fit on the other hand, so I would go with yes too. Now make the next question REALLY easy! |
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Quote: Originally Posted by Comrade Kind of a spinoff of the history thread...except the answers are not really 'peekable', if you're creative enough with the questions. Gop_Jeff suggested the first question: |
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Quote: Originally Posted by Comrade Okay here's one, Said is blonder than Comrade, but not as blond as Bonney. Each has an IQ that is not equal to each other. Comrade has the highest. If this being blond is 100% reflective of IQ, and people with high IQ's have less fun, do blonds have more fun? |
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| Okay here's an easy one...Said is blonder than Comrade, but not as blond as Bonney. Blonds are rarely smart. Bonney has the most fun, followed by Said, and then Comrade, who is rarely funny. So do blonds have more fun? (True/False) |
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Quote: Originally Posted by Said1 When you're not a natural blond, you get to enjoy the best of both worlds, so yes, blonds DO have more fun! :funnyface Yes, unnatural blonds do have more fun! (caveat: blonde when one is a child does NOT effect IQ!) |
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Quote: Originally Posted by Comrade Okay here's an easy one...Said is blonder than Comrade, but not as blond as Bonney. Blonds are rarely smart. Bonney has the most fun, followed by Said, and then Comrade, who is rarely funny. So do blonds have more fun? (True/False) |
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