Verification of Stokes Theorem problem 1 ( bounded by rectangle)
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- เผยแพร่เมื่อ 11 ก.พ. 2025
- Dear students, based on students request , purpose of the final exams, i did chapter wise videos in PDF format, if u are interested, you can download Unit wise videos by clicking the below links
TEAM Education
• 3 hours ago
Click the links
Unit 1:ODE First order Differential Equations
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Unit 2: Higher order DE.
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Unit 3: Multiple Integrals
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Unit 4:Vector Differential Calculus
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Unit 5:Vector Integral Calculus Part 1
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Unit 6: Vector Integral Calculus Part 2
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Unit 7: Special Functions
Beta & Gamma Functions
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Unit 8: Functions of Single Variables
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Excellent sir
@Okasha Faria "thank you for valueble feedback" for any doubts you can share Tomy wahts app number +91 9885875184
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For all Engineering Mathematics students
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Thank you for Uploading such type of problems which is very helpful to MSc and Engineering maths also.
Happy to help u , thank you for information
Thanks bro for ur explanation 🥰🥰🥰🥰💥💥💯💯💯
Tomorrow is my sem a exam sir explained it very well ❤️🩹 12marks
Happy to help you ,wish you good luck for your exam from TEAM Education
Thankyou sir
Thank you sir today is my exam I have got this now 🙏💙
Most welcome
Well explained 👍❤️
Thank you ☺️☺️😍
Thank you sir
It's was like before exam friend explanation while rushing into exam Hall. I wish u teach little bit slow
Super explanation thank you very much 😊💕
Happy to help you
Thank you sir😊
Happy to help you
Nice explanation sir,❤️
Thank you
Tq sir
Thankyou
You can find more videos in this chapter
Sir agar isme z= 3 hoga To kaise hoga
Can explain more why n = k in this case? cant hear you clearly...
Sure, catch me on my whats app, share me doubt
Sir can u suggest me how to prepare for JRF and CSIR NET.
Am not having proper knowledge on preparation for JRF, better to watch Dr.purajith maths sir videos which are helpful to u
When y= + or -b then how to do this
-b-->0 and 0--> +b
Sir can you tell n^ how to find
Del pi/ mod (del pi)
How we will identify del and pi to calculate n^
And tqq for replies
Ping to my what's app number +91 9885875184
Gauss divergence theorem kuda patara
I did many videos , u can find in playlist, I will share topic wise videos in pdf format if u want ,catch me on my what's app +91 9885875184
Sir,here z=0 then n will be -k right??
Correct, good catch
Thank you sir 😊❤
TQ sir
Excellent sir
Thank you