Massa, Centro de Massa e Momentos com Integrais Triplas | Cálculo

How to calculate the center of mass of a solid? Join the Matemateca Academy platform: http://matemateca.com Learn more about the interpretation of regions:    • Como mudar a sequência de integração em in...      • ENTENDA GRÁFICOS EM DUAS E TRÊS DIMENSÕES:...   Triple integrals are a very useful mathematical tool in various fields, such as physics, engineering, and computer science. They allow us to calculate the volume of solids of revolution, determine the mass of three-dimensional objects, and solve other problems involving the integration of functions in three dimensions. In this lesson, we will see some of the applications of triple integrals, involving the calculation of the mass of a solid, its center of mass, and the moments about planes and axes. Let's understand the step-by-step process for performing these calculations through a solved exercise. Shall we? ⭐ Subscribe to the Matemateca Channel for more Calculus videos Instagram:   / estervelasquez   0:00 - Mass 3:05 - Moments about the planes 4:00 - Center of mass 5:04 - Centroid 5:33 - Moments about the axes 6:15 - Exercise 16:06 - Watch also