Приложение на формулата на Симпсън в обучението по математика за намиране на обем на ротационни тела и многостени
Application of Simpson's Rule in Mathematics Education for Finding the Volume of Solids of Revolution and Polyhedra
Author(s): Rosen AngelovSubject(s): Social Sciences, Economy, Education, School education, State/Government and Education, ICT Information and Communications Technologies, Distance learning / e-learning, Pedagogy
Published by: Великотърновски университет „Св. св. Кирил и Методий”
Keywords: volume; prismatoid; Simpson‘s rule; prismoidal formula.
Summary/Abstract: Very often at school or university it is necessary to solve stereometric problems related to finding the volume of a body. Depending on the shape of the body, this can be a difficult task. To overcome this difficulty, it can be used Simpson's rule (prismoidal formula). The prismoidal formula is basically Simpson's rule and it is obtained by integrating the area parallel to the two planes of vertices. This formula can be used in finding and calculating the volume of polyhedral and solids of rotation - pyramids, prisms, parallelepipeds, wedges, cupolaes, antiprisms, cones, cylinders, spheres, etc.
Journal: Математика, компютърни науки и образование
- Issue Year: 7/2024
- Issue No: 1
- Page Range: 29-35
- Page Count: 7
- Language: English, Bulgarian
