We've learned how to use calculus to find the area under a curve, but areas have only two dimensions. Can we work with three dimensions too? Yes we can! We can find the volume of things called solids of revolution, again by integration, it's just slightly more involved. Let's learn this neat trick!
Watch the whole Calculus playlist: [ Ссылка ]
Watch the whole Mathematics playlist: [ Ссылка ]
Classical Physics Tutorials: [ Ссылка ]
Modern Physics Tutorials: [ Ссылка ]
General Chemistry Tutorials: [ Ссылка ]
Organic Chemistry Tutorials: [ Ссылка ]
Biochemistry Tutorials: [ Ссылка ]
Biology Tutorials: [ Ссылка ]
EMAIL► ProfessorDaveExplains@gmail.com
PATREON► [ Ссылка ]
Check out "Is This Wi-Fi Organic?", my book on disarming pseudoscience!
Amazon: [ Ссылка ]
Bookshop: [ Ссылка ]
Barnes and Noble: [ Ссылка ]
Book Depository: [ Ссылка ]
![](https://s2.save4k.ru/pic/QLHJl2_aM5Q/mqdefault.jpg)