Volumen con cilindro y plano inclinado con integral doble | COORDENADAS POLARES | GEOGEBRA | MAPLE

Name: Volumen con cilindro y plano inclinado con integral doble | COORDENADAS POLARES | GEOGEBRA | MAPLE
Uploaded: 2020-05-04T00:00:00.000Z
Description: The volume of the solid below the plane x+y+z = 3, above the plane z = 0 and inside the cylinder x^2+y^2 = 1, is calculated in polar coordinates. The solid is modeled with GEOGEBRA

The volume of the solid below the plane x+y+z = 3, above the plane z = 0 and inside the cylinder x^2+y^2 = 1, is calculated in polar coordinates. The solid is modeled with GEOGEBRA, and the integrals are verified with the MAPLE program. Construction of Solids GEOGEBRA ► • Construcción de Sólidos con GEOGEBRA #1 Change of Variable with Jacobian ► • Integral doble sobre una región rectangula... Multiple Integrals ► • Integrales Dobles de Área y Volumen | Coor... Factorization Course ► https://bit.ly/2Rur6kE Derivatives Course ► https://bit.ly/37u3tyu Indefinite Integrals Course ► https://bit.ly/2U21RIe Instagram: @ronnyonline Email: [email protected] Support the channel with PayPal ►https://paypal.me/elprofeasesor?count...

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