A real valued function for which Laplace equation and second order partial derivative exist is Called . A. Analytic Function B. Harmonic Functions C. Continuous Function View AnswerB. Harmonic Functions Related MCQs Evaluate (-1)2i . Which one is multivalued. By Laplace equation Vr is equal to. The polar form of a complex number Z=3-4𝑖 is. If Z=x+𝑖y , then ǀezǀ is. If x2+y2= 25 , then the locus of Z is. If a function is differentiable then that function is. f(z) = 1/z-1 has an isolated singularity at z is equal to. All Transcendental functions are. By using Cauchy’s Goursat theorem where c is an ellipse then value of ⌠c 1/z2 .
