Sobre o Teorema de Gauss, para campos com fluxo sobre superfícies fechadas, cujo interior esteja no seu domínio, este é nulo e pode ser representad...

Sobre o Teorema de Gauss, para campos com fluxo sobre superfícies fechadas, cujo interior esteja no seu domínio, este é nulo e pode ser representado a partir da seguinte equação: a. double integral subscript S F with rightwards arrow on top times n with rightwards arrow on top d A equals integral integral integral subscript v D i v F with rightwards arrow on top d V equals integral integral integral subscript v space 0 d V equals 180. b. double integral subscript S F with rightwards arrow on top times n with rightwards arrow on top d A equals integral integral integral subscript v D i v F with rightwards arrow on top d V equals integral integral integral subscript v space 0 d V equals 2. c. double integral subscript S F with rightwards arrow on top times n with rightwards arrow on top d A equals integral integral integral subscript v D i v F with rightwards arrow on top d V equals integral integral integral subscript v space 0 d V equals 0. d. double integral subscript S F with rightwards arrow on top times n with rightwards arrow on top d A equals integral integral integral subscript v D i v F with rightwards arrow on top d W equals integral integral integral subscript v space 0 d V equals 3. e. double integral subscript S F with rightwards arrow on top times n with rightwards arrow on top d A equals integral integral integral subscript v D i v F with rightwards arrow on top d V times d W times d Z equals integral integral integral subscript v space 0 d V equals 21.