Revision history for BP558
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Displaying 1-10 of 10 results found.
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page 1
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Edits shown per page: 25.
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COMMENTS
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All examples in this Problem are groups of 3 dots.
Any example where 2 adjacent dots have the same height would be ambiguously sorted. |
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EXAMPLE
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Reading from right to left in the first box on the left hand side: the 2nd dot is higher than the 1st, and the 3rd is higher than the 2nd, so the sequence of dots is strictly increasing in height. |
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NAME
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Point sequence that is increasing or decreasing in height vs. point sequence that alternates in height
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COMMENTS
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All examples in this Problem are groups of 3 dots.
Any example where 2 adjacent dots have the same height would be ambiguously sorted.
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EXAMPLE
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Reading from left to right in the first box on the left hand side, the 2nd dot is higher than the 1st, and the 3rd is higher than the 2nd, so the sequence of dots is strictly increasing in height. |
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AUTHOR
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Leo Crabbe |
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+DATA
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EX6020 EX6021 EX6022 EX6023 EX6024 EX6025 |
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-DATA
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EX6026 EX6027 EX6028 EX6029 EX6030 EX6031 |
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NAME
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Dots increasing in y position from left-to-right OR right-to-left vs. dots not sorted by y position along x axis
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COMMENTS
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EXAMPLE
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NAME
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Dots increasing in y position from left-to-right OR right-to-left vs. dots with un-sorted y position along x axis
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COMMENTS
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EXAMPLE
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COMMENTS
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EXAMPLE
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Reading from left to right in the first box on the left hand side: the 2nd dot is lower than the 1st, and the 3rd is lower than the 2nd, so the sequence of dots is strictly decreasing in height. |
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NAME
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Point sequence that is increasing OR decreasing in height vs. point sequence that alternates in height
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COMMENTS
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EXAMPLE
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COMMENTS
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EXAMPLE
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Reading from left to right in the first box on the left hand side: the 2nd dot is higher than the 1st, and the 3rd is higher than the 2nd, so the sequence of dots is strictly increasing in height. |
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