Find the curl of the vector field
F
‾
=
⟨
6
y
cos
(
x
)
,
2
x
sin
(
y
)
⟩
\displaystyle \overline{{{F}}}={\left\langle{6}{y}{\cos{{\left({x}\right)}}},{2}{x}{\sin{{\left({y}\right)}}}\right\rangle}
F
=
⟨
6
y
cos
(
x
)
,
2
x
sin
(
y
)
⟩
curl
F
‾
\displaystyle \text{curl}\ \overline{{{F}}}
curl
F
=
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