# Div3x

Input interpretation |
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div(3 x) |

Del operator form |

delĀ·(3 x) |

Generalized result in 3D Cartesian coordinates |

div{3 x_x(x, y, z), 3 x_y(x, y, z), 3 x_z(x, y, z)} = 3 (Subscript^(1, 0)(x, x)(x, y, z) + (dx_x(x, y, z))/(dx)) + 3 (dx_y(x, y, z))/(dy) + 3 (dx_z(x, y, z))/(dz) interpretation with implicitly understood arguments (independent variables) explicitly added Coordinates: x: first Cartesian coordinate y: second Cartesian coordinate z: third Cartesian coordinate |