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Castle
#81
Posted 16 May 2008 - 02:04 AM
#82
Posted 21 May 2008 - 11:20 PM
#83
Posted 29 May 2008 - 10:56 PM
Castle - Back to the Logic Puzzles
A square medieval castle on a square island was under siege. All around the island, there was a 10 metre wide water moat. But the conquerors could make foot-bridges only 9.5 metres long. Nevertheless a wise man was able to figure out how to get over the water. What do you think was his advice?
(There's a place on the other side to put the bridge against, not just a sheer wall. the water moat has square corners - that section of the moat is about 14.1 metres wide.)Spoiler for Solution
I hate to belinger a dead issue but I don't think your solution works. I don't understand the math behind your equations but I plugged the dimensions into a scale drawing program and the only way your diagonal solution can work is if the boards are completely unsupported at the ends. The dimensions can meet (perhaps a better word would be span) the required distances but they are not supported and will fall in the moat. Hopefully I'm not missing something obvious.
#84
Posted 30 May 2008 - 08:36 PM
I hate to belinger a dead issue but I don't think your solution works. I don't understand the math behind your equations but I plugged the dimensions into a scale drawing program and the only way your diagonal solution can work is if the boards are completely unsupported at the ends. The dimensions can meet (perhaps a better word would be span) the required distances but they are not supported and will fall in the moat. Hopefully I'm not missing something obvious.
Yeah... I guess I made up a word (belinger). Sorry about that. Not sure where it came from.
#85
Posted 31 May 2008 - 01:16 PM
#86
Posted 04 June 2008 - 09:25 PM
#87
Posted 16 June 2008 - 01:42 PM
#88
Posted 27 June 2008 - 02:53 PM
I would just put 1 bridge across the corner and the other from the middle of that bridge the edge of the island. Like so:
that was my idea too ....
#89
Posted 10 October 2008 - 03:14 AM
#90
Posted 11 November 2008 - 05:27 AM
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