The function f(z) of complex variable z = x + iy, where \(i = \sqrt { - 1} ,\) is given as f(z) = e- y sin x + i v(x,y). For this function to be analytic, v(x,y) should be

1
\(-\ e^{-y}\ cosx​​ + \ constant\)
2
\(-\ e^{-y}\ sinx​​ + \ constant\)
3
\(e^{-y}\ cosx​​ + \ constant\)
4
\(e^{-y}\ sinx​​ + \ constant\)

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