EC > GATE 2013 SET-1 > Vector Calculus
Consider a vector field A(r). The closed loop line integral ∮A·dl can be expressed as
A
∬(∇×A)·ds over the closed surface bounded by the loop
B
∭(∇·A)dv over the closed volume bounded by the loop
C
∭(∇·A)dv over the open volume bounded by the loop
D
∬(∇×A)·ds over the open surface bounded by the loop

Correct : d

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