have chosen the path of the chance, of luck, trial and error, of Providence ... "The easiest way ...? But is there this way? We turn away from equations, unknowns, math, and only use for it: the trial and error, a little ingenuity, a lot of observation of the results we obtained, and something you can not do without ever, Numb3rs ! !
King Arthur is very fond of puzzles and each year assists with 24 of his men to Puzzle Tournament Eolan of ...
After each day and once completed all competitions and festivities, King Arthur and his 24 men to retreat to relax and stay in a pavilion consists of 9 rooms, sleeping in king the central room, and the 24 men who accompany him are located so that there is 9 on each side of the hall. Were placed in different rooms or rooms as follows:
King Arthur is very fond of puzzles and each year assists with 24 of his men to Puzzle Tournament Eolan of ...
After each day and once completed all competitions and festivities, King Arthur and his 24 men to retreat to relax and stay in a pavilion consists of 9 rooms, sleeping in king the central room, and the 24 men who accompany him are located so that there is 9 on each side of the hall. Were placed in different rooms or rooms as follows:
3 3 3 3 KING 3 3 3 3
The gentlemen asked the king if they could meet at night in the rooms of others to organize games and competitions. The king agreed but on condition that there were always 9 men on each side of the hall.
THE FIRST NIGHT
The king, before retiring to his quarters, made a tour of inspection around the flag and counted the number gentleman who had on each side, to see if his orders had been obeyed and ensure that none of the men had gone to another ward neighbor. Had indeed found that 9 in each hand and went to bed convinced that everything was in order.
However, 4 of them, indeed, had gone to other wards. Nevertheless, those who had been able to maintain, thanks to an ingenious distribution, the exact number of 9 on each side of the hall. How did they do?
The king, before retiring to his quarters, made a tour of inspection around the flag and counted the number gentleman who had on each side, to see if his orders had been obeyed and ensure that none of the men had gone to another ward neighbor. Had indeed found that 9 in each hand and went to bed convinced that everything was in order.
However, 4 of them, indeed, had gone to other wards. Nevertheless, those who had been able to maintain, thanks to an ingenious distribution, the exact number of 9 on each side of the hall. How did they do?
4 1 4 1 KING 1 4 1 4
Very good! This is the solution. That
ingenious! What The second night also "misled" the king?
SECOND NIGHT The previous night, the four men made friends with 4 other men from other wards and invited them to spend the night with them in the pavilion of King Arthur, contrary to the rules. However, the king made the inspection and thought that everything was in order and he had 9 men on each side of the hall. How did they do?
2 5 2 5 KING 5 2 5 2
Perfect! That is the solution
What happened on the third night?
THE THIRD NIGHT On the third night in the pavilion of King Arthur's knights were 36, his 24 knights plus 12 knights of other flags.
What was the distribution in the third night?
0 9 0 9 9
KING 0 0 0
! That is the solution
THE FOURTH NIGHT
The fourth and last night treated the thought of leaving 6 men, staying only 18. What is this time the distribution of men in rooms to not breach the rule of the king that there must always be 9 men on each side of the flag?
The fourth and last night treated the thought of leaving 6 men, staying only 18. What is this time the distribution of men in rooms to not breach the rule of the king that there must always be 9 men on each side of the flag?
NOW TRY AND WRITE YOUR COMMENTS AS SOLUTION
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