Show that f(z)=conjugate(z) has no derivative

Question : Show that f(z)=conjugate(z) has no derivativeSolution :We know that a complex conjugate finction is defined asf(z)= z ̅=x-iyThen  Re f(z) = u(x, y) = x and Im f(z) = v(x, y) = −yCalculating the partial derivatives of u and…

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