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There are 22 different cuttings.
The number of possible tiling of triangular piece nX2, using the above three kinds of pieces:
n=22
Solution
There are 22 different cuttings.
The number of possible tiling of triangular piece nX2, using the above three kinds of pieces:
n=22

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  • 1. There are 22 different cuttings. The number of possible tiling of triangular piece nX2, using the above three kinds of pieces: n=22 Solution There are 22 different cuttings. The number of possible tiling of triangular piece nX2, using the above three kinds of pieces: n=22