Uniform Convergence | Series of Functions | Weierstrass M Test | Real Analysis

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This video lecture on Uniform Convergence | Series of Functions | Weierstrass M Test | Real Analysis | By Gajendra Purohit | Definition With Examples | Problems & Concepts by GP Sir will help Engineering and Basic Science students to understand the following topic of Mathematics:
1. Definition of Uniform Convergence For Series of Functions, Pointwise Limit and Pointwise Convergence.
2. Examples Pointwise Limit and Pointwise Convergence For Series of Functions.
3. This helpful For CSIR NET, IIT-JAM, GATE Exams.
4. This is Part Of Real Analysis
#UniformConvergence #SeriesofFunctions #PointwiseLimit #RealAnalysis #ShortTrick #EngineeringMahemaics #BSCMaths #GATE #IITJAM #CSIRNET
This Concept is very important in 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.
Find Online Solutions Of Uniform Convergence | Series of Functions | Weierstrass M Test | Real Analysis | By Gajendra Purohit | Problems & Concepts by GP Sir (Gajendra Purohit) Do Like & Share this Video with your Friends. If you are watching for the first time then Subscribe to our Channel and stay updated for more videos around Mathematics

Time Stamp
0:00 - An introduction
1:26 - Series of function with example
3:03 - Sequence of partial sum
4:35 - Example1. Based on series of function
7:15 - Q1. Based on uniform convergence
9:32 - Cauchy’s general principal
10:02 - Weierstrass’s m-test for uniform convergence
11:58 - Example2. Based on Weierstrass’s m-test
13:13 - Q2. Based on uniform convergence
15:16 - Q3. Based on uniform convergence
15:47 - Q.1 answer asked in comment box based on uniform convergence
16:04 - Detailed about old videos

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I really feel relaxed from the exams tension after watching ur videos.. thank you sir.❤

uvchouhan
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Wow sir aap jaisa acha math ka video koi nhi banana he carry on sir u r 👍 great

psvideo
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Ans A thank you so much for this class sir

dronamrajuchandarshi
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Sir more solutions (Difficult prblm) upload on real analysis, 🙏🙏🙏

rayhansarkar
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King of mathematics
Respected sir
Ur voice remembers my pre days

Parth_shukla
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Thankyou so much sir 🌺, the correct answer is option a, uniformly convergent 😊

arnavlearningandgamingchan
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uniformly convergent
sir ur class is greatt

pragyasahrawat
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Sir aap for competitive exam online class BHI dete ho ?

priyarawat
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You have cleared my all doubts related this chapter👌👍😷

swatiamde
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uniformly convergent












great classes sir

dipayansarkar
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I watching this video for project of series of function presentation

Laughline
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Awesome classes concept is understandable

tqvlrwq
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Awesome and fabulous explanation sir. Thanks aaaa lot 🙏

favicon
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Sir I love your videos...Pahli baar itne salo me mujhe aapke video ki vjh se math samajh aa rhi h halanki m hindi medium se hu pr eakdam poora or bahut achha smjh aa rha h thanks sir....

MrShonki
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Sir ye jo last series me aapne kaha ki 1/n se compare kare i think we should rather compare with 1/n^2 since the series if it didn't had an x would converge as a function of i/m^2 rather than 1/n and since it will be greater than 1/m^2 we can say if n is positive it will be convergent kyunki rieman zeta function se match kr rha hai uska series

abhishektiwari
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sir ap asy he speed sy prhya kry mzaa ata ha mind jaldi sy kaam krta ha

muhammadshakeel-ujnt
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Option a is correct ... Thanku so much sir 🙏

divyasingh
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Sir, we want another chapter from 3D Geometry, that is Ellipsoid

sarkarsrijan
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According to P test....we will take 1/n2 so this is a convergent so it is a uniformaly convergent the series

pratimapatel
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Sir please bsc ki *DYNAMICS* wali book bhi kra dijiye please 🙏🙏🙏 SIR, Agar pahle kra rakhi ho tho playlist ka link reply kar dena....

dahiya