129,874 research outputs found
Improving The Understanding Of The Arithmetic Concept Through Realistic Mathematic Education (RME)
This study aims to improve the arithmetic concept understanding of the second grade students of Percobaan 2 Yogyakarta elementary school through Realistic Mathematic Education (RME). This study was a classroom action research. This study was conducted in two cycles. The participants were the students and teacher of second grade (IIA) of Percobaan 2 Yogyakarta Elementary School. The data were collected by observation form, manual interview, and test. Observations were used to collect the data of the students’s activities in mathematics teaching and learning. The test was used to collect the data of the students’s arithmetic concept understanding.
The results of the study show that RME improve the students’s arithmetic concept understanding of Percobaan 2 Yogyakarta Elementary School. There are the improvements of arithmetic concept understanding after doing mathematic teaching and learning through RME. The improvements are: (a) repeating a concept ability increases from 79.9798% to 84.3434%, (b) classifying objects according their characteristics increases from 70,9090% to 86.3636% , (c) giving the example and non-example ability increase from 94.8864% to 95.4545%, (d) presenting the concept in all of represented mathematics increases from 73.8634% to 89.3939%, (e) developing the sufficient and necessary condition ability of a concept increases from 46.9697% to 79.5454%, (f) Using and deciding a particular procedure increases from 71.9697% to 78.0303%, (g) aplying concept increases from 71.2121% to 78,7879%. Generally, the arithmetic concept understanding increases from 72.7273% to 85.0000%.
Key words: arithmetic concept understanding, realistic mathematic educatio
Models of true arithmetic are integer parts of nice real closed fields
Exploring further the connection between exponentiation on real closed fields
and the existence of an integer part modelling strong fragments of arithmetic,
we demonstrate that each model of true arithmetic is an integer part of an
exponential real closed field that is elementary equivalent to the reals with
exponentiation
On elementary estimates for sum of some functions in certain arithmetic progressions
In this paper we establish, by elementary means, estimates for the sum of
some functions in certain arithmetic progressions.Comment: typos correcte
New Directions In Cellular Automata
We Propose A Novel Automaton Model which uses Arithmetic Operations as the
Evolving Rules, each cell has the states of the Natural Numbers k = (N), a
radius of r = 1/2 and operates on an arbitrary input size. The Automaton reads
an Arithmetic Expression as an input and outputs another Arithmetic Expression.
In Addition, we simulate a variety of One Dimensional Cellular Automata
Structures with different Dynamics including Elementary Cellular Automata.Comment: Pre-print submission to Complex Systems journa
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