Mathematics, 13.09.2021 14:00 ineedhelp2285
State the necessary and sufficient conditions for a function () to be analytic. (2 Marks) b) Examine the analyticity of () and find its derivatives. (3 Marks) c) Show that the function () √| | is not regular analytic at the origin although C-R equations are satisfied at the origin. (5 Marks) d) Evaluate ∮ () where () ( )( ) around the perimeter of the rectangle formed by the lines , , , (10 Marks) e) Demonstrate that ( ) ( ) is harmonic and obtain the conjugate function.
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State the necessary and sufficient conditions for a function () to be analytic. (2 Marks) b) Examine...
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