the tunction f(z)= (z)^{2}/z,z≠0 0,z=0 suntistes -Rieman equations at z=0 Does f (0) exist?`
f(z)=z2z,z≠0for z=0f(0)=020=0f(0)=0.f(z)= \dfrac{z²}z,z≠0\\\text{for }z=0\\ f(0) = \dfrac{0²}{0} = 0\\ f(0) = 0.f(z)=zz2,z=0for z=0f(0)=002=0f(0)=0.
∴\therefore∴ the function exists.
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