Mouli, Haran
(2021)
Summing V: a correction.
At Right Angles (9).
pp. 89-90.
ISSN 2582-1873
Abstract
In the March 2020 issue of At Right Angles, as part of the ‘Low Floor High Ceiling Tasks’ series [1], the following problem was studied.
In how many ways can nine given numbers in arithmetic progression be arranged in a V shape such that the sums of the numbers on both the arms of the V are equal?
In our exploration of the problem, we noticed that the solution given in the article had an error. Here we provide a corrected count for the number.
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