- 3 A Given F Z 2 1 2 Where Z 1 Iy Determine 1 The Limit Of F X As Zi I If F Z Is Continuous At Z I 1 (9.25 KiB) Viewed 24 times
3. (a) Given f(z) = (2+1+2), where z = 1 +iy, determine: (1) the limit of f(x) as zi, (i) if f(z) is continuous at z= i.
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3. (a) Given f(z) = (2+1+2), where z = 1 +iy, determine: (1) the limit of f(x) as zi, (i) if f(z) is continuous at z= i.
3. (a) Given f(z) = (2+1+2), where z = 1 +iy, determine: (1) the limit of f(x) as zi, (i) if f(z) is continuous at z= i. Using the Cauchy-Riemann equations, comment on the differentiability and analyticity of f(x).
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