{
    "article_id": 760,
    "public_id": "7a38406f-c316-453d-8ba6-06cde77cf48f",
    "internal_identifier": null,
    "source_identifier": "39:125",
    "status": "published",
    "type": "research_article",
    "title": "GeoGebra ile Uygulama Oluşturma: Müller Yöntemi",
    "title_secondary": null,
    "abstract": "Bilgisayar programlama dilleri bir veya daha çok değişkene sahip denklemlerin çözümünde oldukça kullanışlı\r\nyapılardır. Bu nedenle farklı algoritmalar oluşturulur ve denklemlerin yaklaşık çözümleri sayısal olarak elde edilir.\r\nDenklemlerin çözümleri için yarılama, regula-falsi, Newton-Raphson, sekant ve sabit nokta iterasyonu gibi birçok yöntem\r\nvardır. Bu yöntemlerin uygulamaları daha önce GeoGebra’da oluşturulmuştur. Bunlara ek olarak, diğer yöntemlerle beraber\r\nverilen Müller yöntemi de ele alınabilir. Bu çalışmada GeoGebra yazılımı ile oluşturulan Müller yönteminin bir uygulaması\r\nverilecektir. Bu uygulama ile yaklaşık sayısal çözümlerin yanında çözümlerin grafikleri ve sayısal yöntemlerden elde edilen\r\nfarklı görsel seçenekler verilecektir.  ",
    "language": "tr",
    "english_title": "Creating Applet with GeoGebra: Muller’s Method",
    "english_abstract": "Computer program languages are highly useful tools in the study for solving equations with one or more unknows. Therefore, various algorithms are constructed and the approximate solutions of these equations are obtained numerically. There are many methods about solving equations as bisection, regula-falsi, Newton-Raphson, secant and fixed point methods. We previously accomplished the applets on these studies in GeoGebra. Moreover, we can handle Muller’s method which is one of the several possible methods. In this study, we present an applet on Muller’s method which is created GeoGebra Software. The applet provides approximate numerical solution, as well as displays the graphs of the solutions and different visual choices that are obtained from the numerical methods.",
    "doi": null,
    "doi_url": null,
    "resource_url": "https://www.set-science.com/a/7a38406f-c316-453d-8ba6-06cde77cf48f",
    "pdf_url": "https://www.set-science.com/a/7a38406f-c316-453d-8ba6-06cde77cf48f/pdf",
    "og_image": "https://www.set-science.com/assets/img/og-card-v2.png",
    "authors": [
        {
            "public_id": "e09dc5d0-4ac2-41ae-950a-0de8ee6d74bb",
            "given": "İshak",
            "family": "Cumhur",
            "full": "İshak Cumhur",
            "literal": null,
            "orcid": null,
            "orcid_url": null,
            "email": "ishak.cumhur@erdogan.edu.tr",
            "corresponding": true,
            "sequence": "first",
            "affiliations": [
                {
                    "name": "Recep Tayyip Erdoğan University",
                    "department": null,
                    "country": null,
                    "country_code": null,
                    "ror": null,
                    "ror_url": null
                }
            ]
        }
    ],
    "keywords": [],
    "translations": [
        {
            "language": "en",
            "title": "Creating Applet with GeoGebra: Muller’s Method",
            "abstract": "Computer program languages are highly useful tools in the study for solving equations with one or more unknows. Therefore, various algorithms are constructed and the approximate solutions of these equations are obtained numerically. There are many methods about solving equations as bisection, regula-falsi, Newton-Raphson, secant and fixed point methods. We previously accomplished the applets on these studies in GeoGebra. Moreover, we can handle Muller’s method which is one of the several possible methods. In this study, we present an applet on Muller’s method which is created GeoGebra Software. The applet provides approximate numerical solution, as well as displays the graphs of the solutions and different visual choices that are obtained from the numerical methods.",
            "keywords": [
                "GeoGebra, Sayısal denklem çözme, Etkileşimli öğrenme, Matematiksel aktiviteler, Müller Yöntemi"
            ]
        }
    ],
    "subjects": [],
    "subject_names": [],
    "published_date": "2018-12-31",
    "published_year": "2018",
    "received_date": null,
    "accepted_date": null,
    "volume": "3",
    "issue": null,
    "page_first": "654",
    "page_last": "658",
    "article_number": null,
    "conference": {
        "short_name": "ISAS2018-Winter",
        "full_title": "2nd International Symposium on Innovative Approaches in Scientific Studies",
        "name": "2nd International Symposium on Innovative Approaches in Scientific Studies",
        "acronym": "ISAS2018-Winter",
        "location": "Samsun, Türkiye",
        "start_date": "2018-11-30",
        "end_date": null,
        "public_id": "b8a703cc-09f7-4d5b-ae60-eb31a1050720"
    },
    "proceedings": {
        "title": "2nd International Symposium on Innovative Approaches in Scientific Studies",
        "series_title": "Setsci conference indexing system",
        "publisher": "SET Technology",
        "isbn": null,
        "eisbn": null,
        "issn": "2618-6446",
        "eissn": null,
        "doi": null,
        "doi_prefix": null,
        "slug": "setsci-volume-3-2018-legacy-39",
        "public_id": "641f522e-9cf0-4c89-be17-c6037f3d1bca",
        "url": "https://www.set-science.com/p/setsci-volume-3-2018-legacy-39"
    },
    "license": {
        "name": "CC BY 4.0",
        "url": "https://creativecommons.org/licenses/by/4.0/",
        "code": "CC-BY-4.0",
        "open_access": true
    },
    "copyright": {
        "holder": "SET Technology",
        "year": "2018"
    },
    "funding_statement": null,
    "funders": [],
    "references": [
        {
            "order": 1,
            "raw": "Ana M. Martin-Carabolla, Angel F. Tenorio-Villalon, “Teaching Numerical Methods for Non-Linear Equations with GeoGebra-Based Activities”, Mathematics Educat.on, vol. 10(2), pp. 53–65, June 2015.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 2,
            "raw": "Manoel Wallece A. Ramos, Flank David M. Bezerra, “M´etodos de Euler e Runge-Kutta atrav´es de um Applet do GeoGebra”, XI EMED, 2018.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 3,
            "raw": "H. Dragoslav, H. Dorde, “Numerical Mathematics with GeoGebra in High School”, Teaching Mathematics and Computer Science, vol. 6/2, pp. 363–378, Feb. 2008.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 4,
            "raw": "Dariusz Majerek, “Application of GeoGebra for Teaching Mathemtatics”, Advances in Science and Technology Research Journal, vol. 8/24, pp. 51–54, Dec. 2014.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 5,
            "raw": "Z. Yılmaz, T. Enver, “Türev Uygulamaları Konusunun Öğretiminde GeoGebra Yazılımının Kullanılması”, Kastamonu Eğitim Dergisi, 22(3), sayfa 1209-1228, Eylül 2014.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 6,
            "raw": "K. İbrahim, Y. İlyas, “The Effect of GeoGebra on Achievement of Preservice Mathematics Teachers About Concepts of Limit and Continuity”, Necatibey Eğitim Fakültesi Elektronik Fen ve Matematik Eğitimi Dergisi, 11(1), sayfa 21-47, Haziran 2017.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 7,
            "raw": "M. Hohenwarter, “GeoGebra-educational materials and applications for mathematics teaching”, PhD thesis, University of Salzburg, Austria, 2006.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 8,
            "raw": "C. Chapra Steven, P. Canale Raymond, Numerical Methods for\r\nEngineers, New York, USA: McGrawHill, 2006.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 9,
            "raw": "T. Murat, “Dinamik Matematik Yazılımı GeoGebra ile Eğrisel\r\nİntegrallerin Görselleştirilmesi”, Yüksek Lisans Tezi, İstanbul\r\nÜniversitesi, 2010.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 10,
            "raw": "U. Pınar, “GeoGebra ile Öğretimin 7.Sınıf Öğrencilerinin Akademik\r\nBaşarılarına ve Geometriye Yönelik Tutumlarına Etkisi”, Yüksek\r\nLisans Tezi, Kastamonu Üniversitesi, 2014.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 11,
            "raw": "F. Mehmet, “GeoGebra ve Cabri Geometri II Dinamik Geometri\r\nYazılımlarının Web Destekli Ortamlarda Kullanılmasının Öğrenci\r\nBaşarısına Etkisi”, Yükek Lisans Tezi, Karadeniz Teknik Üniversitesi,\r\n2009.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        },
        {
            "order": 12,
            "raw": "İ. Rukiye, “Bilgisayar Destekli Öğretimin Matematik Başarısına\r\nEtkisi: GeoGebra Örneği”, Yüksek Lisans Tezi, Selçuk Üniversitesi,\r\n2011.",
            "doi": null,
            "title": null,
            "authors": null,
            "source": null,
            "year": null,
            "volume": null,
            "pages": null
        }
    ],
    "statements": {
        "acknowledgements": null,
        "conflict_of_interest": null,
        "data_availability": null,
        "ai_disclosure": null
    },
    "credit": [],
    "history": {
        "published": "2018-12-31"
    }
}