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Improving Children's Mathematical Ability through Random Geometry Games at TK Kartika Jaya Pariaman Tengah

机译:通过TK Kartika Jaya Pariaman Tengah的随机几何游戏提高儿童数学能力

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Children's mathematical ability in understanding geometry at TK Kartika Jaya Pariaman Tengah are still low. The purpose of this study is to improve children's mathematical ability towards their understanding about geometric forms. The type of research that is used in this study is classroom action research with research subjects in group B1 of TK Kartika Jaya, amounting to 17 technical children used in data collection in the form of observations, interviews and the results of the evaluation format then processed by percentage techniques. This classroom action research was conducted in two cycles referring to the theory of Kemmis and Mc Taggart. The results of the research in each cycle have shown an increase in children's mathematical abilities from the I cycle in general is still low and continued in the II cycle. In the II cycle the cognitive development of children increased and showed positive results, the highest trend was achieved in the willingness and courage of children in performing random geometry games at TK Kartika Jaya Pariaman Tengah, so that the results of the average mathematics ability of children exceeded the minimum completeness criteria set. It turns out that the ability of the children has increased through random play of geometry from cycle I to cycle II. Thus, it can be concluded that random geometry games can improve children's mathematical abilities at TK Kartika Jaya Pariaman Tengah.
机译:儿童在理解的几何形状,在TK卡迪卡再也帕里亚曼登加数学能力仍然较低。这项研究的目的是为了提高儿童对他们对几何形式的理解数学能力。即在本研究中使用的研究类型是课堂教学行动研究与研究课题TK卡尔提卡再也B1组,共计中的观察,访谈的形式收集数据中使用的17名技术儿童和评估格式的结果再进行处理按百分比技术。这样的课堂行动研究是在两个周期指凯米斯和MC塔格特的理论进行的。在每个周期的研究结果显示,在儿童从一般我循环数学能力的提高仍然较低,并在第二周期继续。在第二循环的孩子的认知发展提高,呈阳性反应,最高的趋势在儿童的意愿和勇气,在TK卡尔提卡再也帕里亚曼登加进行随机几何游戏实现,使儿童的平均数学能力的结果超过规定的最低标准的完整性。原来,孩子的能力已经从周期我几何随机播放增加到周期II。因此,可以得出结论,随机几何游戏可以提高孩子的在TK卡迪卡再也帕里亚曼登加数学能力。

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