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Sammy's Necklace is a puzzle in Professor Layton and the Diabolical Box. The puzzle must be solved in order to progress the story.
Puzzle
- US Version
Sammy has eight chains with seven links each. He wants to connect all these chains to make a totally awesome necklace that's a single loop. The jeweler says he can open and close a single link for $2.
As shown below, Sammy could open an end of each of the eight chains to make one long necklace that's a single loop. However, that would cost $16, and the truth is there's a cheaper way to get the same results. Using the cheapest method possible, how much will it cost to make Sammy's necklace?
- UK Version
Sammy has eight chains with seven links each. He wants to connect all these chains to make a necklace. The jeweller says that it will cost £2 each time he opens and closes a single link.
As shown below, Sammy could open one end of each of the eight chains to make one long necklace. However, that would cost £16, and the truth is that there's a cheaper way to get the same result. Using the cheapest method possible, how much will it cost to make the necklace?
Hints
Solution
Incorrect
Too bad!
Give the puzzle another try.
Correct
Score!
- US Version
Take one of Sammy's seven-link chains, break each link apart, and use them to connect the remaining small chains together. You can see this method illustrated here.
If Sammy uses this method, he can get the necklace of his dreams for only $14.
- UK Version
Take one of Sammy's seven-link chains, break each link apart, and use them to connect the remaining small chains together, as shown in the illustration.
If Sammy uses this method, he can get the necklace of his dreams for only £14.
Professor Layton and the Diabolical Box | Puzzles in||
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