If Tatiana has 50 unique puzzle pieces and she plans to use all of them, how many possible pictures can she create?
Answers
So for a 1000-piece puzzle the estimate would be 126 edge pieces, for a 300-piece puzzle it would be 69 edge pieces and for a 2000-piece monster it would be 179 edge pieces. Incidentally, this also illustrates why puzzles get a lot harder the more pieces there are.
Answer:
It exemplifies permutation without repetition.
Step-by-step explanation:
Permutation: A permutation is an arrangement of things in a specific sequence. This section presents the members or components of sets in sequential or chronological order. For example, for the set A=1,6, there are two potential permutations: "1,6," and "6,1." As can be seen, there are no other potential configurations for the components that comprise set A.
Combination: The joining or merging of many parts or traits in which each constituent part or trait keeps its distinct identity.
Step 1: Given
50 distinct puzzle pieces
All of them have been used to solve the puzzle.
As a result, no repetition is permitted.
step 2- Total number of possible passcodes
Because all puzzle pieces must be used, no repeat is permitted.
As a result, each of the 50 pieces can only be used once.
As a result, if we start with a piece like "1 2 3... up to... 50," we get one combination.
Another example would be "2 1 3... up to... 50" or "3 1 2... up to... 50" and so on.
So we can choose the first piece in 50 different ways, with 49 options remaining for the second piece (48, 47, respectively).
As a result,
As a result, it is an example of permutation without repetition
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