3. Recall that z = x+iy. For each of the given functions, use a result related to the Cauchy- Riemann Equations (sections 21, 23, or 24) to determine where the derivative exists. If it exists, find its value according to the theorem. (i) f(2)=2x+ixy² (ii) g(z) = x³ +iy³ (iii) h(z)= 2²-²

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