Development Of Teaching Materials Using A Scientific And Contextual Approach To Improve Mathematic Connection Ability

Pamila Malinda, E. Rohaeti, A. I. Sugandi
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Abstract

For students learning mathematics, mastery of concepts is important, one of which relates one concept to another. One of the abilities that students must have is the ability to connect mathematically, but it turns out that the facts in the field are still relatively low. In order to improve the learning process, a combination of scientific and contextual approaches can be used by developing teaching materials. This study aims to develop teaching materials using a combination of scientific and contextual approaches to improve the mathematical connection skills of junior high school students, the method used is Research and Development (R&D) ADDIE model. The results obtained from the limited and wider trial validity are valid and feasible to be used at the product testing stage, at the limited trial stage the practicality of lesson plans and worksheets by teachers is in the practical category and at the wider trial stage it is in the very practical category, the practicality of Student Worksheets by students at the limited trial stage and more broadly is in the practical category, The effectiveness was in the quite effective category in the limited trial stage, and it was in the effective category in the wider trial stage, then the implementation in the limited trial stage obtained a percentage of 81.2% and in the wider trial stage a percentage of 89.7% was obtained and for increasing mathematical connection ability, the N-Gain was 0.58 which was included in the medium category.
运用科学情境教学法开发教材提高数学联系能力
对于学习数学的学生来说,掌握概念是很重要的,其中一个概念将一个概念与另一个概念联系起来。学生必须具备的能力之一是数学联系的能力,但事实证明,这一领域的事实仍然相对较低。为了改善学习过程,可以在编写教材时采用科学方法和情境方法相结合的方法。本研究旨在采用科学与情境相结合的方法来开发教材,以提高初中生的数学联系技能,使用的方法是研究与发展(R&D) ADDIE模型。从有限和更广泛的试验效度中获得的结果是有效和可行的,可以在产品测试阶段使用,在有限试验阶段,教师的教案和工作表的实用性属于实用类别,在更广泛的试验阶段,它属于非常实用的类别,在有限试验阶段和更广泛的试验阶段,学生的实用性ofÂ学生WorksheetsÂ属于实用类别,在有限试验阶段,有效性处于相当有效的范畴,在更广泛的试验阶段,有效性处于有效的范畴,那么在有限试验阶段的实施百分比为81.2%,在更广泛的试验阶段的实施百分比为89.7%,在提高数学连接能力方面,N-Gain为0.58,属于中等范畴。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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