Short Trick for Removable Singularity & Poles | Complex Analysis | Short Trick By Gp sir

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This video lecture of - Short Trick for Removable Singularity & Poles | Complex Analysis | Short Trick By Gp sir @Dr.Gajendra Purohit ​| BHU, CUCET, HCU, TIFR NBHM, CUCET | @Dr.Gajendra Purohit - GATE / IIT JAM / CSIR NET | BHU, CUCET, HCU, TIFR, NBHM, ISI, DU | Best Short Trick | Maths Tricks | - Short Trick | Problems & Concepts by GP Sir will helpful For students to understand the following Concepts Of

1. What is Singular Point
2. Maths Tricks for Singularity of Function
3. Short trick of Removable Singularity & Poles
4. This is helpful For all Government Competitive Exams
5.TIFR, NBHM, ISI, DU, HCU, BHU, CUCET

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⏱Time Stamp⏱
→0:00 - Introduction to video on Short Trick for Removable Singularity & Poles| Complex Analysis
→0:40 - Trick & Concepts for Removable Singularity & Poles| Complex Analysis
→1:03 - Example 1 on Removable Singularity & Poles| Complex Analysis
→2:02 - Question 2 on Removable Singularity & Poles| Complex Analysis
→3:33 - Question for the comment box on Removable Singularity & Poles| Complex Analysis
→3:40 - Conclusion of the video on Removable Singularity & Poles| Complex Analysis

This video is very useful for all students also preparing GATE, IIT-JAM and CSIR NET.
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  1. Dr.Gajendra Purohit Government Exam Prep
  2. Short Trick for Singularity
  3. Short Trick for Removable Singularity & Poles
  4. Poles
  5. Complex Analysis by gp sir
  6. Removable Singularity by Gp sir
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Комментарии
Автор

Option A is correct thank you so much sir 🙏 🙏

Rakeshkumar-jfty
Автор

Option A is correct option, thank you sir

sunitakumawat
Автор

A option is correct, 1 sec and thank you so much sir 🙏🙏

adititiwari
Автор

Correct✅ option A....
Thank you🙏🙏 sir

souvikgiri
Автор

Option - C, pole of order one at z=π/2.

priyaverma
Автор

Question no 2: answer option A sir. Can you please explain sir. I didn't understand

salma
Автор

sir अपना नंबर दीजिये sir aap🙏🏻jankari चाहिए sir aapse🙏🏻🙏🏻🙏🏻🙏🏻

Gyanendra.G.K.M
Автор

Option (A) removable singularity 0/0 form

gappudewangan
Автор

Because form 0/0 and Z=π/2 par limit finitely exist

Vishalkumar-jrrt