Una demostración no usual en Geometría

We'l/ show a coincidence on resultsfrom the next two perspectives. To do it, we'l/ use an elementary geometry exerci­ se. First, we'll transformate it from a decimal number to a fraction , and we'll sum them (approximation method). Second, we'l/ base on the application of m...

Full description

Bibliographic Details
Main Author: Coronel-Maji, Franklin
Format: Article
Language:English
Published: Universidad Estatal de Milagro 2010-08-01
Series:Ciencia UNEMI
Subjects:
Online Access:http://ojs.unemi.edu.ec/index.php/cienciaunemi/article/view/159/163
Description
Summary:We'l/ show a coincidence on resultsfrom the next two perspectives. To do it, we'l/ use an elementary geometry exerci­ se. First, we'll transformate it from a decimal number to a fraction , and we'll sum them (approximation method). Second, we'l/ base on the application of more precise math analysis tools like: theory of limits far a real function,differential calculus, integrals far one variable functions , summations, and real function series ( exact method). The reader has to know that these two perspectives not always have the same results. That's why it's so important to take a better way to salve problems solved befare far other people with other kind of resources. It's nota big problem to fol/ow, or not, to other people in their solutions.
ISSN:1390-4272