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(A)The Vector Field F=2xi+4yj+azk { \vec { F } } = 2 x \vec { i } + 4 y \vec { j } + a z \vec { k }

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(a)The vector field F=2xi+4yj+azk { \vec { F } } = 2 x \vec { i } + 4 y \vec { j } + a z \vec { k } has the property that the flux of F\vec {F } through any closed surface is 0.What is the value of the constant a?
(b)The vector field G=(ay+bz)i+(2x+4z)j+(4x+cy)k\vec { G } = ( a y + b z ) \vec { i } + ( 2 x + 4 z ) \vec { j } + ( 4 x + c y ) \vec { k } has the property that the circulation of G\vec { G } around any closed curve is 0.What are the values of the constants a, b and c?


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