Square triangular number: Difference between revisions

Content deleted Content added
m Other characterizations: Fixed equation of digital root
Tag: Reverted
Unsourced original research. Also 0 is not an exception and the indexing should start at 0, not 1.
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:<math>\frac{1+z}{(1-z)\left(z^2 - 34z + 1\right)} = 1 + 36z + 1225 z^2 + \cdots</math>
 
 
The [[Digital root]] of every Square triangular number (expect 0) is 1 if the number has a even place in the series and 9 if it has odd place.
*That can written as:
:<math>DR(N_k)= 8 ((k-1) % 2)+1</math> (with the expection of <math>DR(N_0)=0</math>)
 
==Numerical data==