GEOMETRI DAN PECAHAN BERLANJAR
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Date
2006-06
Authors
MOHD ZAHARI, SUHAILI
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Abstract
The geometrical construction seems to be in the middle of method that can be
done together with continued fractions, precisely to observe and help us to obtain the
good result. Hence, the research has been done towards the continued fractions as to
find the convergent approximation. Thus, the geometry method was construct to
determine the convergent approximation to the real number. As the result, the
convergent to the real number seems to approximate that real number given by using the
geometrical construction. From the relationship between geometry and continued
fractions, we can conclude that the application of geometry is now amongst the way that
can help us to examine the approximation of convergent in continued fractions.
Furthermore, the application of geometry and continued fractions give the best result in
terms of mathematical research.
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Keywords
GEOMETRI , PECAHAN BERLANJAR