Classification of Irrational Numbers
Jump To References Section
DOI:
https://doi.org/10.24906/isc/2018/v33/i1/181784Abstract
An irrational number expressed in decimal form / infinite continued fractions or sum of infinite series of rational numbers, can only evaluate its approximate magnitude, but cannot represent it. There are different kinds of irrational numbers. One of the kinds is generated by extraction of ischolar_mains of the positive rational numbers. The deliberation shows that all irrational numbers of this kind are not of similar category, which has been defined as the ‘order of irrational numbers’.Downloads
Download data is not yet available.
Downloads
Published
2019-01-01
How to Cite
Ganguli, N. M. (2019). Classification of Irrational Numbers. Indian Science Cruiser, 33(1), 57–62. https://doi.org/10.24906/isc/2018/v33/i1/181784
Issue
Section
Feature Article
References
R. Courant & H. Robbins, (edited by Stewart, I.): What is Mathematics? An Elementary
Approach to Ideas and Methods, 1996, 2nd Edition, New York/Oxford: Oxford University Press.
G. F. Simmons, ‘Introduction to Topology and Modern Analysis’, Tata McGraw Hills Edition (2004).
David M. Burton, ‘Elementary Number Theory’, 1995, 2nd Edition, Universal Book Stall, New Delhi.