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If we plot its graph, the result is a uniformly curved line that somehow joins up with itself (as shown in figure one), a shape for which science is yet to find a name! |
If we plot its graph, the result is a uniformly curved line that somehow joins up with itself (as shown in figure one), a shape for which science is yet to find a name! |
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| − | Can you think of a name for it? If you can, the [[Royal Mathematics Society]] would like to hear from you |
+ | Can you think of a name for it? If you can, the [[Royal Mathematics Society]] would like to hear from you! They hold a competition each year to find a name for this figure. The final takes place in Nottingham on April the 4th of September. And you could win your school a computerised toast system. Good luck! |
Latest revision as of 13:27, 16 January 2020
Figure 1
cDonald's Theorem is described by the following equation:
- n² + 9 + 9
If we plot its graph, the result is a uniformly curved line that somehow joins up with itself (as shown in figure one), a shape for which science is yet to find a name!
Can you think of a name for it? If you can, the Royal Mathematics Society would like to hear from you! They hold a competition each year to find a name for this figure. The final takes place in Nottingham on April the 4th of September. And you could win your school a computerised toast system. Good luck!