VOLUME – APPLICATION OF INTEGRAL
Abstract
The paper presents research results on the formula for calculating the volume of a solid of revolution, some intergral applications - the volume of a solid of revolution in practice, and innovative solutions in teaching integration to practice. Starting with the construction of the formula to calculate the volume of a solid of revolution, we offer two problems that can easily be intergrated into experiential activities to help students carry out practical surveys on measurement and collection of information techniques, stimulating the observational capacity applying the flexibility the formula to calculate the volume of a solid of revolution to solve applied problems. Since then, the authors have developed innovative solutions in the relality-related teaching calculus that not only by supporting teachers who can guide students to turn dry calculus problems into practical problems in life explicitly, but also helps students have a different perspective, more interest and passion with countless practical applications waiting for students to discover and accept.