Shirali, Shailesh
(2015)
3, 4, 5...and other memorable triples – Part II.
At Right Angles, 4 (3).
pp. 11-15.
ISSN 2582-1873
Abstract
I
n Part I of this article we had showcased the triple (3, 4, 5) by
highlighting some of its properties and some configurations
where it occurred naturally. We now attempt to extend this
to other triples of consecutive integers. To begin with, we study
the two ‘siblings’ of (3, 4, 5), namely, the triples (2, 3, 4) and
(4, 5, 6). We start first with the elder sibling, (4, 5, 6). (We do
need to show the older ones some respect, don’t we?)
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