Enneagon to dodecagon
ˇ@_12b.gif)
Theoabld's {12} - {9} (14)
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| Partition and element for {9} |
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| Partition and element for {12} |
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Theobald
begin with his enneagon element in Figure 67, together with dodecagonˇ¦s
element in Figure 99. The relationship between the radius of each figure
is 12sin30o R2{12}=9sin40o R2{9},
and the width of octagonˇ¦s strip element is 2sin45o R{8}. He
crossposed them as Figure 104. This results in a 14-piece dissection of
dodecagon to enneagon shown in Figure 103. |
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| Crossposition for strips of {12} and {9} |
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Reference : Geometric Dissections-Gavin Theobald |
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