Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir

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This video lecture on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir | Examples | Definition With Examples | Problems & Concepts by GP Sir will help Engineering and Basic Science students to understand the following topic of Mathematics:

1. What is Infinite Series?
2. Limit Comparison Test for Convergence of Infinite Series Concept and Overview.
3. This helpful For CSIR NET, IIT-JAM, and GATE Exams.

#infiniteseries #convergence #gpsir #infinite #ShortTrick #engineeringmathematics #BSCMaths #GATE #IITJAM #CSIRNET

This Concept is very important for Engineering & Basic Science Students. This video is very useful for B.Sc./B. Tech & M.Sc./M.Tech. students also preparing for NET, GATE, and IIT-JAM Aspirants.

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⏱Time Stamp⏱
→0:00 - Introduction to video on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→0:58 - Concepts on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→3:33 - Concepts on Method of finding Vn| Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→3:54 - Example 1 on Method of finding Vn| Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→5:27 - Q1 on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→7:55 - Q2 on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→10:36 - Q3 on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→13:25 - Q4 on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→15:00 - Question for comment box on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir
→15:17 - Conclusion of the video on Infinite Series - Limit Comparison Test for Convergence of Infinite Series | By Gp sir

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Option D is correct
2 is the answer as V = 1/n^p
Which will be convergent on
p>1. Hence Un will be convergent as well

AnjaliShah-nk
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Sir please upload lecture for power series and taylor series...you are our godfather for engineering Calculus ✌️🥰

aryushtripathi
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Sir,
How should i determine that when to use comparison test and when to use limit comparison test among both of them.

RudraTandel-bndb
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Sir hame kese pata chalega ki konse question pe only test apply karna hai??

stn
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Sir, In question 3, p<1 hai to divergent hona chahiye n

_Dreamer.
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Sir please make a video on question of Taylor's theorem, maxima & minima of one and two variable and trick to find no of one one homomorphism and isomorphism and increasing and decreasing function

chandankumargupta
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And is option A if it is( n^p) +1
And option D if it is n^(p+1)

borutouzumaki
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For p=2 the above series is convergent.
As, sumV(n)=1/n^(p) which is convergent only when p>1. So clearly p=2❤❤❤

SATYAMJANA-xdcv
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Thank you so much sir you are the best

KusumkadamKusumkadam
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how is ques two divergent? it should be convergent right?

adyajha
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Option d is correct 💯 and 2-3sec and thank u so much sir for this series 🙏🙏🙏

adititiwari
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Hlo sir plz app lpp ki important theorems for example complementry slackness theorem, weak duaility, strong duaility theorem msc ke liye important hai exam hai sir 1 dec ko kuch samaj nhi aa. Rhi

rajveerkumar
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P>1 to show convergence so only option d which is 2 is correct

jeon_jungksha
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Hello Sir
🙏Please meri baat sun lijiye aur reply jarur kariyega
🙏Please
Mai Abhi ek Bhari Tragedy Me Fansa Hua Hu
Mai Final Year Graduation Me Hu Par Abhi Tak Graduation Ka Kuchh Bhi Nahi Padha To Kya Mere Liye
IIT Jam or PG ENTRANCEs Ki Preparation Karna Sahi Hoga ?
Kya Yeh Exam Ab Bhi Crack Ho Sakta Hai ?
Kya Yah Mere Career Ke Liye Sahi Hoga?

🙏Mera margdarshan kare...
Mai kya kru
Please sir Guide me
Please Help me 🙏

arnawtheoxygenman
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starting me jo example kraya bilkul starting me vo divergent nahi hogi p<=1 h

siddharth_
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Sir option 'D' is correct. 😀

dkbillion
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at 11:04 why didnt we take 2n as well ?

riddhimachauhan
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utna samay laga jitna ki 1 se badi value dekhne me lagta hai according to p series test

himanshukansal