Solving trigonometric equations, diagrams, and graphics and visual images in the form of a better understanding of the problem as well as strategies for providing the information to be permanent. The graphical approach to the solution of equation system gives a wider perspective, conceptual learning, and facilitates the transfer of information . In this study, f (cosθ, sinθ) = 0, g (cosθ, sinθ) = 0, the two-equation system analytical transformations made a trigonometric equation f (x, y) = 0, g (x, y) = 0 equations created . These new correlations perpendicular to the same coordinate system, drawing graphics, graph the unit circle with the common points searched. Graphs corresponding to the common point of the angle, the solution was taken as an element of the set. In this study, it was showed to facilitate conceptual learning with, the process of solution of trigonometric equations, combining visual and analytical thinking strategies. It was also considered to contribute to the world of mathematics. -
Keywords: Trigonometry, Equation System, Angle, Graphics, Visualizatio =
Solving trigonometric equations, diagrams, and graphics and visual images in the form of a better understanding of the problem as well as strategies for providing the information to be permanent. The graphical approach to the solution of equation system gives a wider perspective, conceptual learning, and facilitates the transfer of information. In this study, f (cosθ, sinθ) = 0, g (cosθ, sinθ) = 0, the two-equation system analytical transformations made a trigonometric equation f (x, y) = 0, g (x, y) = 0 equations created. These new correlations perpendicular to the same coordinate system, drawing graphics, graph the unit circle with the common points searched. Graphs corresponding to the common point of the angle, the solution was taken as an element of the set. In this study, it was showed to facilitate conceptual learning with, the process of solution of trigonometric equations, combining visual and analytical thinking strategies. It was also considered to contribute to the world of mathematics
Название публикации (dc.title) | Trigonometrik Denklem Sistemlerinin Çözümünde Görsel ve Analitik Uygulama Üzerine Bir Çalışma = Study on the Visual and Analytical Application for Solution of Trigonometric Equation Systems |
Автор/ы (dc.contributor.yazarlar) | Ahmet Doğan, Elmira Abdildaeva |
Вид публикации (dc.type) | Makale |
Язык (dc.language) | Türkçe |
Год публикации (dc.date.issued) | 2013 |
Национальный/Международный (dc.identifier.ulusaluluslararasi) | Ulusal |
Источник (dc.relation.journal) | MANAS Journal of Engineering (MJEN) |
Номер (dc.identifier.issue) | 1 |
Том/№ (dc.identifier.volume) | 1 |
Страница (dc.identifier.startpage) | 51-58 |
ISSN/ISBN (dc.identifier.issn) | Online ISSN: 1694-7398 |
Издатель (dc.publisher) | Kyrgyz - Turkish Manas University |
Базы данных (dc.contributor.veritaban) | Ulakbim (DergiPark) |
Вид индекса (dc.identifier.index) | Diğer Hakemli Dergi |
Резюме (dc.description.abstract) | Solving trigonometric equations, diagrams, and graphics and visual images in the form of a better understanding of the problem as well as strategies for providing the information to be permanent. The graphical approach to the solution of equation system gives a wider perspective, conceptual learning, and facilitates the transfer of information . In this study, f (cosθ, sinθ) = 0, g (cosθ, sinθ) = 0, the two-equation system analytical transformations made a trigonometric equation f (x, y) = 0, g (x, y) = 0 equations created . These new correlations perpendicular to the same coordinate system, drawing graphics, graph the unit circle with the common points searched. Graphs corresponding to the common point of the angle, the solution was taken as an element of the set. In this study, it was showed to facilitate conceptual learning with, the process of solution of trigonometric equations, combining visual and analytical thinking strategies. It was also considered to contribute to the world of mathematics. - |
Резюме (dc.description.abstract) | Keywords: Trigonometry, Equation System, Angle, Graphics, Visualizatio = |
Резюме (dc.description.abstract) | Solving trigonometric equations, diagrams, and graphics and visual images in the form of a better understanding of the problem as well as strategies for providing the information to be permanent. The graphical approach to the solution of equation system gives a wider perspective, conceptual learning, and facilitates the transfer of information. In this study, f (cosθ, sinθ) = 0, g (cosθ, sinθ) = 0, the two-equation system analytical transformations made a trigonometric equation f (x, y) = 0, g (x, y) = 0 equations created. These new correlations perpendicular to the same coordinate system, drawing graphics, graph the unit circle with the common points searched. Graphs corresponding to the common point of the angle, the solution was taken as an element of the set. In this study, it was showed to facilitate conceptual learning with, the process of solution of trigonometric equations, combining visual and analytical thinking strategies. It was also considered to contribute to the world of mathematics |
URL (dc.rights) | https://dergipark.org.tr/tr/pub/mjen/issue/40439/484277 |
Факультет / Институт (dc.identifier.fakulte) | Fen Fakültesi |
Кафедра (dc.identifier.bolum) | Matematik Bölümü |
Автор(ы) в учреждении (dc.contributor.author) | Ahmet DOĞAN |
Автор(ы) в учреждении (dc.contributor.author) | Elmira ABDILDAYEVA |
№ регистрации (dc.identifier.kayitno) | BL866C45C4 |
Дата регистрации (dc.date.available) | 2016-07-12 |
Заметка (Год публикации) (dc.identifier.notyayinyili) | 2013 |
Тематический рубрикатор (dc.subject) | trigonometry |
Тематический рубрикатор (dc.subject) | equation system |
Тематический рубрикатор (dc.subject) | angle |
Тематический рубрикатор (dc.subject) | graphics |
Тематический рубрикатор (dc.subject) | visualizatio |