Introduction : Here we shall find real and imaginary part of sin(z). Real and imaginary parts of sin(z) are obtained by expanding this function. Question : Find real and imaginary…
Introduction: In this we will present step by step procedure to show that w=1/2(z+z^-1) maps unit circle to unit circle centered at origin . This is a bi linear transformation…
Introduction : In this article, we will described the procedure to evaluate the complex integral of z^2/(z+1) over a circle that contains singularity of the function. This is a complex…
Introduction : A harmonic function is a function that satisfies Laplace equation. Harmonic functions are useful for analysis of analytic function and determining it's harmonic conjugate. Question: Prove that \(…