As an example of an essential singularity consider e^1/z as z approaches zero. For any complex number z_0, z_0 notequalto 0, show that e^1/z = z_0 has an infinite number of solutions.
Show transcribed image textAs an example of an essential singularity consider e^1/z as z approaches zero. For any complex number z_0, z_0 notequalto 0, show that e^1/z = z_0 has an infinite number of solutions.