prove irrotational

[Ankit006]

prove that [math]\vec{A}(x,y,z) = (x^2 -yz)\hat{i}+(y^2 -zx)\hat{j}+(z^2 -zy)\hat{k}[/math] is irrotational

 

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[Deleted member 4993]

prove that [math]\vec{A}(x,y,z) = (x^2 -yz)\hat{i}+(y^2 -zx)\hat{j}+(z^2 -zy)\hat{k}[/math] is irrotational

What is the definition of irrotational vector - according to your textbook or Google?

 

[Deleted member 4993]

prove that [math]\vec{A}(x,y,z) = (x^2 -yz)\hat{i}+(y^2 -zx)\hat{j}+(z^2 -zy)\hat{k}[/math] is irrotational

Hint:

Please state the definition of "curl of a vector" - from your text-book or Google.