prove that f(z) = z bar is not differentiable at any point ?
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f(z)=z
or y=z
now we can say that if z increase, y also increases at the same value and always be equal at every point. Hence, not differentiable and being a straight line
or y=z
now we can say that if z increase, y also increases at the same value and always be equal at every point. Hence, not differentiable and being a straight line
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