CSIR NET MATHEMATICS June 2017 || COMPLETE SOLUTION || COMPLEX ANALYSIS || Part B || Part C.

[@dollysingh7072]

Lotsss of love ❤️❤️❤️❤️❤️❤️

[@mayurisonawane983]

Thank you so much mam . It's very clear and clean explanation. thank uuuuuuuu

[@pmathematics]

Welcome

[@priyankachoudhary7606]

Thanku soooooo much respected ma'am 👌👌👌👌♥️♥️♥️♥️🙏🙏🙏🙏🙏

[@priyamishra1293]

Nice explanation

[@pmathematics]

Tysm😊.. If it is useful for you please like share & subscribe to our channel🙏

[@fousiyarafi4362]

If imf'(z) =0 then how f' is const .... explain maam

[@mathwithrocksir]

Mam plzz suggest me for real analysis how to revised all concept quickly

[@pmathematics]

According to me.. Aap short notes bnaye.. Jo bhi important statements and results h unke..or phir unko pdhiye.. Or previous year k papers solve kriye jisse aapko idea ho ki jo results aapne learn kiye h unka use kaise krna h questions me .. Thank you

[@rahulsonawane4688]

Nice explaination madam...which notes are best & perfect to prefer to qualify CSIR NET exam...plz suggest me Ma'am...

[@pmathematics]

Books pdhiye and phir notes bnaye

[@muneshsagar1853]

Pi aim

[@nbmathszone9395]

Q. No. 82 & 83

[@awanishsingh3622]

Q79 me f'(z) constant kaise ho gaya?

[@pmathematics]

Since Imaginary part of f'(z) is 0 and f(z) is analytic, so f'(z) is constant

[@awanishsingh3622]

f'(z) analytic hoga?

[@awanishsingh3622]

f'(z) is analytic proof kaise hoga?

[@pmathematics]

@@awanishsingh3622 f(z) analytic h..

[@awanishsingh3622]

@@pmathematics f'(z)=ux and ux may or may not be constant. so how can f'(z)=constant?

[@neerajkumar-xs5pe]

Question number 81 good results but I didn't understand concept . And please provide the solution of questions number 82 .. thanks

[@yogendravishwakarma5592]

Madam ji exam me etana time nahi rahta hai full solution karne ka thoda shortcut tarika batao answer nikalne ka.!!!