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Processors may find some elementary operations to be faster than the others.Although an operation may be conceptually as simple as some other operation,the processing speeds of the two can vary. A clever programmer will always tryto choose the faster instructions for the job. This paper presents an algorithmto display squares of 1st N natural numbers without using multiplication (*operator). Instead, the same work can be done using addition (+ operator). Theresults can also be used to compute the sum of those squares. If we compare thenormal method of computing the squares of 1st N natural numbers with thismethod, we can conclude that the algorithm discussed in the paper is moreoptimized in terms of time complexity.

Algorithm to Compute Squares of 1st N Natural Numbers Without Using Multiplication