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Let F=(4x3y6sinx)i+(6y5cosx+4z)j+4yk\vec{F}=\left(4 x^{3}-y^{6} \sin x\right) \vec{i}+\left(6 y^{5} \cos x+4 z\right) \vec{j}+4 y \vec{k}

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Let F=(4x3y6sinx)i+(6y5cosx+4z)j+4yk\vec{F}=\left(4 x^{3}-y^{6} \sin x\right) \vec{i}+\left(6 y^{5} \cos x+4 z\right) \vec{j}+4 y \vec{k} Show that F\vec{F} is a gradient field by finding its potential function.

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A graphical programming language resembling the rungs of a ladder, used for programming PLCs (Programmable Logic Controllers).

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