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Extended Mathmatical Study - Math Problem Example

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Extended Mathmatical Study

Mathematically geometric sequence can be written as follows:
Basic properties of the geometric sequence follow straight from (1) and (2) (Courant and Robbins, 1996, pp. 13-14). That is if common ratio is positive all the terms of the geometric progression will be positive. In case if the common ratio is negative the sequence will be alternating-sign. If the sequence will decay exponentially to zero. Under terms will increase to infinity (positive in case of r>1 and unsigned in case of r ...Show more

Summary

This paper provides a background research into geometric series. Further on it continues with notions of harmonic series and harmonic numbers in order to investigate the problem known as the Leaning Tower of Lire, or Book Stacking Problem set in the end of the paper.
Author : branson58
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