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Find out the divergence and curl of the following function:

Find out the divergence and curl of the following function:

¯A=(2×y)¯ax+(x2z)¯az+(z3)¯az

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Divergence:

.¯A=ddxAx+ddyAy+ddzAz.¯A=ddx(2×y)+ddy(x2z)+ddz(z3).¯A=2y+0+z2units

Curl:

$∇. \overline{A}=\begin{vmatrix}\overline{a_x }&\overline{a_y }&\overline{a_z } \\ \dfrac{d}{dx}&\dfrac{d}{dy}&\dfrac{d}{dz} \\ 2xy&x^2 z&z^3 \end {vmatrix} \\ ∇. \overline{A}=\overline{a_x } [0-x^2 ]+ (-\overline{a_y } )[0-0]+\overline{a_z} [2 ×z-2x] \\ ∇. \overline{A}= …

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