The stoke's theorem is :
∮CF⃗.dr=∬S(▽×F⃗).dS∮_CF⃗ .dr=∬_S(▽×F⃗ ).dS∮CF⃗.dr=∬S(▽×F⃗).dS
Where,
C = A closed curve.
S = Any surface bounded by C.
F = A vector field whose components have continuous derivatives in an open region of R3 containing S.
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