三幕数学方法对数学教育的影响
Impacto del Enfoque Matematicas en Tres Actos en la Educacion Matematica
AI总结：
本研究评估了丹·迈耶提出的“三幕数学”方法在中学数学竞赛中的实施效果，发现该方法能提升学生的创造力、问题解决能力和元认知，并增强学习动机与自信，但在过程论证和认知灵活性方面仍有改进空间。
摘要：
丹·迈耶提出的“三幕数学”方法旨在通过鼓励学生积极参与的教学模式来转变数学教学，培养学生的创造力、问题解决能力和元认知。本研究探讨了该方法在中学数学竞赛中的实施情况，并评估其对多种关键能力的影响。研究考察了数学创造力、问题解决能力、元认知能力以及学生对数学的看法等方面。结果表明，该方法有助于发展创造性技能，提高理解力和问题解决能力，并增强学生的积极性和自信心。然而，研究也指出了需要改进的领域，特别是在过程论证和认知灵活性方面。本研究强调了“三幕数学”方法作为一种创新教学方法的有效性，它能促进更有意义、更具反思性和自主性的学习，并表明其在多样化教育环境中转变数学教学的潜力。
英文摘要：
The "Mathematics in Three Acts" approach, proposed by Dan Meyer, aims to transform the teaching of mathematics through a model that encourages active student participation, fostering creativity, problem-solving, and metacognition. This study explores the implementation of this approach in a mathematics contest for secondary school students, evaluating its impact on various key competencies. Aspects such as mathematical creativity, problem-solving skills, metacognitive abilities, and students' perceptions of mathematics are examined. The results show that the approach contributes to the development of creative skills, improves understanding and problem-solving abilities, and increases student motivation and confidence. However, areas for improvement are also identified, particularly in the justification of procedures and cognitive flexibility. This study highlights the effectiveness of the "Mathematics in Three Acts" approach as an innovative methodology that fosters more meaningful, reflective, and autonomous learning, suggesting its potential to transform mathematics teaching in diverse educational contexts.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
