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(Solved) Here are four vector fields: Field 2[x, y]=y,-x Field 3[x, y]=Sin;[2 x], Cos;[5 y], and Field 4[x, y]=3 x-2 y,-2 x+5 y All but one of these vector

Question: Here are four vector fields:

Field \(2[x, y]=\{y,-x\}\)

Field \(3[x, y]=\{\operatorname{Sin}[2 x], \operatorname{Cos}[5 y]\}\), and

Field \(4[x, y]=\{3 x-2 y,-2 x+5 y\}\)

All but one of these vector fields are gradient fields.

Identify the oddball.

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