运用梅里尔的第一教学原则提高学生的多重表征能力

H. Wilujeng, Retno Andriyani
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引用次数: 1

摘要

学校的学习过程实现了这种教育的目的。数学多元表示能力是学校数学教学的总体目标之一。这项研究是准实验性的。学习前后的增加量由归一化增益公式计算。接受MFPI学习的学生在数学多表示能力上的提高与基于高KAM和中等早期数学能力的传统学习有差异。相比之下,在早期数学能力较低的情况下,多表示能力的提高没有差异。大多数学生使用数学表示。使用两种以上表示的学生比例为40%。MFPI学习对高、中等早期数学能力的学生有影响,对早期数学能力低的学生没有影响。因为在MFPI学习阶段,早期数学能力低的学生缺乏可以用来形成新知识的初始知识。
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THE STUDENT’S ENHANCEMENT OF MULTIPLE REPRESENTATION ABILITY USING MERRILL’S FIRST PRINCIPLES OF INSTRUCTION
A learning process in schools realizes the purpose of this education. Mathematical multi representation ability is one of the general goals of teaching mathematics in schools. This research is quasi-experimental. The amount of increase before and after learning is calculated by the normalized gain formula. There is a difference in the increase in mathematical multi-representation abilities of students who receive MFPI learning than conventional learning based on high KAM and medium early mathematical ability. By contrast, at low early mathematical ability, there is no difference in increasing multi representation abilities. Most students use mathematical representations. The percentage of students using more than two representations is 40%. MFPI learning affects students with high and medium KAM but does not affect students with low early mathematical ability. Because at the MFPI learning stage, low early mathematical ability students lack initial knowledge that can be used to form new knowledge.
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4 weeks
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