Please use this identifier to cite or link to this item: http://repository.include-erasmus.eu/jspui/handle/7112/15
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dc.contributor.authorFalagkaras, Aristeidis-
dc.contributor.authorKalogerakou, Kleopatra-
dc.date.accessioned2021-11-09T18:24:37Z-
dc.date.available2021-11-09T18:24:37Z-
dc.date.issued2021-11-11-
dc.identifier.urihttp://repository.include-erasmus.eu/jspui/handle/7112/15-
dc.descriptionThe calculation of the circumference of the earth with the method of Eratosthenes of Cyrene.en_US
dc.languageenen_US
dc.publisherincludeen_US
dc.subjectMathematicsen_US
dc.titleHow Eratosthenes calculated the circumference of the Earthen_US
dc.typeimageen_US
dc.typeinquiryen_US
dc.typetexten_US
dc.typemicro-experimenten_US
dc.typeeducational scenario - lesson planen_US
dc.typevideoen_US
dc.keywordEratosthenes experiment, circumference of earth, circleen_US
dc.age13en_US
dc.school1o peiramatiko gymnasio Athinasen_US
dc.moduleThe circleen_US
dc.unitThe length of the cicle.en_US
dc.englishLevelB2en_US
dc.requirementsinteractive board (or projector), internet access, knowledge of Web.02 tools, Stellarium (downloading), instruments for the experimenten_US
dc.duration5en_US
dc.keycompetencesDetailed Competences::1. Literacy Competence::Knowledge::Knowledge of vocabulary, grammar and the functions of languageen_US
dc.keycompetencesDetailed Competences::3. Mathematical competence and competence in science, technology, engineeringen_US
dc.keycompetencesDetailed Competences::3. Mathematical competence and competence in science, technology, engineering::A. Mathematical competence::Knowledge::Awareness of the questions to which mathematics can offer answersen_US
dc.keycompetencesDetailed Competences::3. Mathematical competence and competence in science, technology, engineering::B. Competence in science, technology, engineering::Knowledge::Knowledge of the basic principles of the natural world, fundamental scientific concepts, theories, principles and methodsen_US
dc.keycompetencesDetailed Competences::4. Digital Competence::Knowledge::understanding how digital technologies can support communication, creativity and innovationen_US
dc.keycompetencesDetailed Competences::2. Multilingual Competence::Skills::Ability to understand spoken messagesen_US
dc.keycompetencesDetailed Competences::3. Mathematical competence and competence in science, technology, engineering::A. Mathematical competence::Skills::Skill to follow and assess chains of argumentsen_US
dc.keycompetencesDetailed Competences::2. Multilingual Competence::Skills::Ability to initiate, sustain and conclude conversationsen_US
dc.keycompetencesDetailed Competences::1. Literacy Competence::Attitudes::Need to understand and use language in a positive and socially responsible manneren_US
dc.keycompetencesDetailed Competences::3. Mathematical competence and competence in science, technology, engineering::A. Mathematical competence::Attitudes::Respect for truth and a willingness to look for reasons and to assess their validityen_US
dc.learningOutcomeTo get acquainted with the Eratosthenes experiment and the theory that underpins it. • To develop their critical thinking, through curiosity and understanding of the logic that leads to logical conclusions (the means used by Eratosthenes to explain an observation without modern equipment and the verification of these conclusions) • To apply theory in practice by doing Eratosthenes’ experiment • To consolidate mathematical terms and concepts through interactive drill and practice • To enrich their knowledge in the field of Geometry in a foreign language • To practise the use of online dictionaries and online resources • To collaborate effectively in discussing and solving problems • To understand texts with a wide range of vocabulary related to the content area and identify key vocabulary in them • To comment on or discuss different aspects of an issue using a variety of grammatical structures and vocabulary • To summarize the most important points of a text, adapting the text they produce to specific communication purposes or communication environment. • To use digital tools to produce multimodal texts and develop their digital skills.en_US
dc.transversalSkillInformation literacyen_US
dc.transversalSkillCreativity and Innovationen_US
dc.transversalSkillCollaboration and Communicationen_US
dc.transversalSkillAutonomous learningen_US
dc.europeanityThe scenario focuses not only on the purely mathematical content, but also on the multicultural nature of the European identity through the multiculturalism of Mathematics. Mathematics has a long history and throughout the centuries it was influenced by different cultures and peoples and managed to evolve by keeping the most significant achievements, something that characterizes the identity of Europe itself. An important part of the European identity rests in the Near East. For example, monotheistic religions originate from Palestine, Philosophy and Democracy from Greece. Likewise, Mathematics has its roots there. Europe adopts ideas and practices, builds on them and integrates them into its own cultural context. In the same way, people who come to Europe as refugees and immigrants can be integrated. Through this particular scenario, we go back to the place and time of birth of Mathematics and get to know the people who gave birth to it. We notice that the birth did not take place within the current geographical boundaries of Europe but in areas where today's refugees come from. So it attempts to show that the European Cultural Framework is not foreign to their own cultural context. There are ties that can be identified and strengthened so that it becomes easier for Europeans and immigrants to bond.en_US
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