Q34·Section II (Mathematics)·34 of 180Casorati–Weierstrass — the image near an essential singularity is denseLet G={z:0<∣z∣<0.1}G=\{z:0<|z|<0.1\}G={z:0<∣z∣<0.1} and f(z)=e1/z,z∈Gf(z)=e^{1/z}, z\in Gf(z)=e1/z,z∈G. Then: OptionsAf(G)=Gf(G)=Gf(G)=GBf(G)=Cf(G)=\mathbf Cf(G)=CCf(G)={z:0<∣z∣<e10}f(G)=\{z:0<|z|<e^{10}\}f(G)={z:0<∣z∣<e10}Df(G)f(G)f(G) is dense in C\mathbf CCPick an option to check your answer.Show answerShow solution Report a problem with this question← Q33All questionsQ35 →Keyboard: A–D answer · S solution · ←/→ previous/next