Find the analytic function f (z) as a function of z given that the sum of its real and imaginary parts is x^3-y^3+3xy(x-y)
Find the analytic function f (z) as a function of z given that the sum of its real and imaginary parts is x^3-y^3+3xy(x-y) Problem Question Find the analytic function f (z) as a function of z given that the sum of its real and imaginary parts is x^3-y^3+3xy(x-y) Topic Complex Variables - Analytic Function Type 1 - Steps to find the derivative of an analytic function in Complex Variables Type-2 - Steps for construction of analytic function given its…