Complex Integration [Example - 1] | Evaluate int_0^1+i z dz | Semester 4 | Applied Mathematics IV

MATHEMATICS [SEMESTER IV] : COMPLEX INTEGRATION | Complex Integration Example & Solution. Solved with Basics. Explained with Proper PowerPoint Editing & Computerized Vocal Voice. Content: Evaluate integral 0 to 1 + i f (z) d z along, i. Line y=x ii. Parabola y=x^2 iii. Is the line integral Independent on the path? int_0^1+i z dz ∫130_0^(1+𝑖)▒𝑧ⅆ𝑧 Thank You For Watching!! Stay Tuned For Further Videos. Do Like, Share with your batch mates & Subscribe To "MATH SAPIENT"!! Thank You!! If you have any suggestion or queries do not hesitate to contact. Send feedback on, email id : mathsapient@gmail.com #mathsapient #math #complexintegration #example #example1 #solution #integral #complex #integration #semfour #semesterfour #semester4 #complexnumber #number #function #integral #realintegral #complexintegral #problem #line #lineintegral #steps #easysteps #study #student #teacher #mathlove #mathematics #appliedmathematics #iota #real #imaginary #abscissa #ordinate #dfferentiation #product #curve #limits #independent #independentpath #dependent #ornot #diagram #notcompulsory #parabola #substitute #derivative #constant #equation