The values of the integral $\large\frac{1}{2\pi j}\oint_c\frac{e^z}{(z-2)} \small dz$ along a closed contour $c$ in anti-clockwise direction for
- the point $z_0=2$ inside the contour $c$, and
- the point $z_0=2$ outside the contour $c$,
respectively,are
- $(i)2.72, \: (ii) 0$
- $(i)7.39, \: (ii) 0$
- $(i)0, \: (ii) 2.72$
- $(i)0, \: (ii) 7.39$