PeterBushMan Posted June 24, 2022 Posted June 24, 2022 (edited) have a look at the short paper attached. The number of the equal triangles should be 1+n/(n/2), if n=10, it is 55. Of you also count those up side down equal triangles, it should be n^2, if n = 10, it is 100. Then what is the author talking about? Edited June 24, 2022 by PeterBushMan
studiot Posted June 24, 2022 Posted June 24, 2022 2 hours ago, PeterBushMan said: The number of the equal triangles should be 1+n/(n/2), if n=10, it is 55. ... Then what is the author talking about? What are you talking about ? [math]1 + n/\left( {n/2} \right) = 1 + n \times \frac{2}{n} = 1 + 2 = 3[/math]
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