11. Let f(z) = z3. For z1 = 1 and z2 y = 1 x joining...

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11. Let f(z) = z3. For z1 = 1 and z2 y = 1– x joining z1 and z2 such that i, show that there do not exist any point c on the line f(21)-f(22) = f'(c) Z1-22 (Mean value theorem does not extend to complex derivatives). 11. Let f(z) = z3. For z1 = 1 and z2 y = 1– x joining z1 and z2 such that i, show that there do not exist any point c on the line f(21)-f(22) = f'(c) Z1-22 (Mean value theorem does not extend to complex derivatives).

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