Let $\left. \vec { F } = \left( e ^ { y } + 6 x \right) \right) \vec { i } + \left( 6 y + z \cos x ^ { 6 } \right) \vec { j } + ( 5 z + 6 x ) \vec { k }$ Calculate div $\vec { F} .$

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The Answer of Let $\left. \vec { F } = \left( e ^ { y } + 6 x \right) \right) \vec { i } + \left( 6 y + z \cos x ^ { 6 } \right) \vec { j } + ( 5 z + 6 x ) \vec { k }$ Calculate div $\vec { F} .$

Let F⃗=(ey+6x))i⃗+(6y+zcos⁡x6)j⃗+(5z+6x)k⃗\left. \vec { F } = \left( e ^ { y } + 6 x \right) \right) \vec { i } + \left( 6 y + z \cos x ^ { 6 } \right) \vec { j } + ( 5 z + 6 x ) \vec { k }F=(ey+6x))i+(6y+zcosx6)j​+(5z+6x)k

Let $\left. \vec { F } = \left( e ^ { y } + 6 x \right) \right) \vec { i } + \left( 6 y + z \cos x ^ { 6 } \right) \vec { j } + ( 5 z + 6 x ) \vec { k }$