Analytic Function examples solved by Milne Thomson Method part-1

In this video we will discuss 4 important Questions related to analytic functions by milne thomson method: Q. Determine the Analytic Function f(z) = u + iv if, (i) u(x,y) = x3 - 3xy2 + 3x2 - 3y2 + 1. @ 01:00 min. (ii) u(x,y) = ex [ (x2-y2) cosy - 2xy siny ]. @ 05:07 min. (iii) u(x,y) = six coshy + 2cosx sinhy + x2 - y2 + 4xy. @ 11:09 min. (iv) v(x,y) = - sinx sinhy. @16:47 min. Watch Also: Milne Thomson Method (Detailed proof in Hindi)    • Milne Thomson Method (Detailed proof in Hi...   Harmonic Functions & Conjugate Harmonic Functions with 4 Questions    • Harmonic Functions & Conjugate Harmonic Fu...   PLAYLISTS LINK : 1. Cauchy integral formula and proof    • Cauchy Integral Theorem and Formula   2. Maxima & Minima (Extreme Values)    • Maxima & Minima (Extreme Values)   3. ε-δ Definition of Limit    • ε-δ Definition of Limit   4. BSc Mathematics    • BSc Mathematics   5. Conformal Mapping    • Conformal Mapping   Email-id: nikhil.gupta34@gmail.com WhatsApp number: 63766-37094 #AnalyticFunction #MilneThomsonMethod