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Integrales dobles
by ReubΓ©n Romero
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![= |
π
ππ¦
π
ππ§
π¦2
π₯2
π§
| π β |
π
ππ₯
π
ππ§
π₯π§2
π₯2
π§
| π + |
π
ππ₯
π
ππ¦
π₯π§2
π¦2
| π
= [
π
ππ¦
(π₯2
π§) β
π
ππ§
π¦2
] π β [
π
ππ₯
(π₯2
π§...](https://image.slidesharecdn.com/rotacionaldeuncampovectorial-130129231129-phpapp02/75/Rotacional-de-un-campo-vectorial-3-2048.jpg?cb=1665605886)
![π
ππ¦
[ π( π¦, π§)] = 0
Pero necesitamos π( π¦, π§) asΓ que se integra
π
ππ¦
[ π( π¦, π§)]
π( π¦, π§) = β(π§)
Luego π( π₯, π¦, π§) = π π₯...](https://image.slidesharecdn.com/rotacionaldeuncampovectorial-130129231129-phpapp02/75/Rotacional-de-un-campo-vectorial-6-2048.jpg?cb=1665605886)
