Here’s the scenario:
There once was a King who divided his land amongst his ten feudal lords. The King didn’t particularly care for the daily administration of those lands but asked that his feudal lords present him with 10 gold coins each every month, each coin weighing 1 gram.
One of the feudal lords decided that if he gave the King coins weighing .9 gram the King wouldn’t realize he had been cheated, and so did just that.
The Kings soothsayer had a dream that the King was being cheated by one of his feudal lords and thus devised an apparatus to weigh the coins. However due to the complexity of the machine it could only be used once. Once the coins were put onto it and it showed a reading, that was it! The apparatus couldn’t ever be re-used.
How did the King identify the feudal lord who was giving him coins weighing .9 gram using the weighing machine just once?
The solution:You have each feudal lord place a certain number of coins each, the first person puts one coin the reading must show 1 gram the second puts two coins the total reading should show 30grams and so on....
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7 Comments
"However due to the complexity of the machine it could only be used once. Once the coins were put onto it and it showed a reading, that was it!"
please correct me if i'm wrong
brings up the memory of a story about a king who spent allot of money on some rather fake robes. am i right?
Hey you know AdGuy always gets the last word! ;)