Sir ji appka ye tarika accha hi ki jb ap padhte ho choti choti cheeej bhi revice karate ho that makes very easy to understand and revice🙏🙏🎉 thanks sir ji☺️
Sir as u told... Charge can be put anywhere in the close surface but the number of field lines will not change... But what about the " r " the radius of the circle. ... It will change or not...& if it changes then what will happen...?? & Sir I really love ur videos... It just make me more confident.. thank you sir..😇
'r' will change. 'r' will surely increase in some areas of the closed surface but it will also decrease in the other areas in the same proportion. So the net effective change will be zero.. Please see the last few minutes of the video.
Finally es video se to confusion Khatam Ho Gaye par phir bhi ek confusion rag hi gaya Sir Ji. "jab charge sphere ke inside hai tab bhi to electric field sphere se Bahar nikal Raha hai vahan bhi to flux zero hona chahiye
charge agr area ke andr hai tou flux lines sirf andr se bahr hee nikL sakti hai. Lekin agr charge area ke bahr ho tou jitni lines area ke andr aati hai utni hee bahr bhi niklti hai. Jis se unka sum total zero ho jata hai. Umeed hai apka confusion clear ho gya hoga.
sir as you said that electric filed will be same in all the point inside a closed surface but the distance is not same in all the point if you take it to the ds and magnitude will the same. can you explain it why?
Sir , We have considered it as a sphere so we have used 4 pi r^2 but if it will be an arbitrary surface than what will we use ? I mean to ask that than how we will proceed it ?
Sir, as you told that if the charge is outside the sphere then flux will be 0 and you have told that the number of lines passing through the sphere is equal to the number of lines passing out the sphere. In that case when charge is within the sphere then the lines passing through and passing out the sphere is same. So in that case when the charge is within the sphere then also flux should be 0. It is a bit confusing,please help me
sir is it possible if we consider a negative charge inside the sphere and a positive charge outside the sphere and then try to calculate total electric flux?
Sir as u told flux would be equal no matter how s it shape .. but in case of arbitrary surface its electric field should be equal or nt?? Bcos radius s changing ..
Nephew, Endscreen me link hai. B.Sc. Electrostatics me video hai. Card me link hai. Aap search bhi kar sakte hain "Gauss theorem for bsc edupoint" Aapke paas itni sari options thi.
Aapke keemti samay ke barbaadi ke liye maafi chahta hoon. Ummid hai ki aapki keemti samay duniya ki bhalai ki kaam aayegi na ki logo ko troll karne ke liye.
The way you explains the topic is just fabulous sirji
Physics ka darr dur ho gaya thank you sir ❤️
Sir ji appka ye tarika accha hi ki jb ap padhte ho choti choti cheeej bhi revice karate ho that makes very easy to understand and revice🙏🙏🎉 thanks sir ji☺️
Best channel ....👌👌👌👌👌👌
Your teaching is next level 😍 guruji
Its really a helpful video thank uh soo much sir❤🙏🏼
Sir as u told... Charge can be put anywhere in the close surface but the number of field lines will not change... But what about the " r " the radius of the circle. ... It will change or not...& if it changes then what will happen...??
& Sir I really love ur videos... It just make me more confident.. thank you sir..😇
Are bhai book khol usme dekh method alag hai
'r' will change. 'r' will surely increase in some areas of the closed surface but it will also decrease in the other areas in the same proportion. So the net effective change will be zero..
Please see the last few minutes of the video.
Thank you sir this video is more helpful for me ,, I am pursuing Diploma after 10th 😊
Waaaa sir ,perfect🤸🤸🤸 explained hea.I understood clearly.
Sir aap jesa koi ni
I'm impressed sir for ur teaching line🙏🙏🙏🙏🙏🙏
Thank you Soo Much SIR, It helps me a lot...💞
Excellent sir, your teaching method is very nice
!..............Too Underated.............!
Thanks for explanation
It helped me lot
Concept cleared of gauss laww 😁😁😁
Finally es video se to confusion Khatam Ho Gaye par phir bhi ek confusion rag hi gaya Sir Ji. "jab charge sphere ke inside hai tab bhi to electric field sphere se Bahar nikal Raha hai vahan bhi to flux zero hona chahiye
charge agr area ke andr hai tou flux lines sirf andr se bahr hee nikL sakti hai.
Lekin agr charge area ke bahr ho tou jitni lines area ke andr aati hai utni hee bahr bhi niklti hai. Jis se unka sum total zero ho jata hai.
Umeed hai apka confusion clear ho gya hoga.
Sir lekin agar irregular surface hoga toh cosQ ki value badal jaaegi
??
Sir flux jan kar kya faida milta he
Mtlb uske applications kya he??
Electric field easily mil jati hai
You are very good teacher sir
Best video 👍🏻👍🏻👍🏻👍🏻😘😘
you made it easy sir thanks a lot sir😊
Sir you are brilliant. 🙇🙇🙇🙇
You are awesome sir.
Thank you so much sir☺️☺️
Thank you so so so so so much sir my concept become clear ans again thank u so much sir
sir as you said that electric filed will be same in all the point inside a closed surface but the distance is not same in all the point if you take it to the ds and magnitude will the same. can you explain it why?
Thanks sir it's really help me........ One of the best video........
Amaizing video sir
Extremely helpfull
thanks a lot sir🙏🙏
Thank you very much sir👍
It is just like a powerful concept that you give us thank you so much sir
easy explanation sir thank you
Very nice
Sir , We have considered it as a sphere so we have used 4 pi r^2 but if it will be an arbitrary surface than what will we use ? I mean to ask that than how we will proceed it ?
Watch the respective video.
Electric field near an arbitrary charged surface.
EduPoint okayy sir. Tysm
Solid Angle.
Wow I love this 🤗🤗
Sir, as you told that if the charge is outside the sphere then flux will be 0 and you have told that the number of lines passing through the sphere is equal to the number of lines passing out the sphere. In that case when charge is within the sphere then the lines passing through and passing out the sphere is same. So in that case when the charge is within the sphere then also flux should be 0. It is a bit confusing,please help me
Sir which software are you using???🙏🏼
Smoothdraw
Sir bahut bahut achi video thi shandarr
sir is it possible if we consider a negative charge inside the sphere and a positive charge outside the sphere and then try to calculate total electric flux?
Really sir you are so helpful
Thx sir very helpful videos
Very helpful video
Gjb explain 🙋
Nice video sir
Very nice explanation sir...
Thanks sir
Sir aap bhut achae sae explain krtae ho
Sir agr hm shape change karge to r to change hoga hi
Sir aap kha se ho
Sir as u told flux would be equal no matter how s it shape .. but in case of arbitrary surface its electric field should be equal or nt?? Bcos radius s changing ..
Field will change.
Very nice sir 👌👌👌👌👌
Hbse se ho kyaa
Excellent Sir
Amazing explanation sir
Surface pur rakne pr?????
Worth it ..
👍👍👍👍👍👍 nice tysm
Osm video
Sir radius Ka kya Hoga?
Thanks sir
very nice video sir
sir mxtt..
...
tnx a lot sir ji
Thanks
Trapti Tiwari which class
Dan Sing 12th
Sir plz make a video on coulomb's law plz plz plz
Osm sir ji
sir agar guassian surface cube le tab to prove hi nhi ho paayega kyon phir num and denominator mein kuch katega nhe \
Proof can be done for any shape.
Sir aap spring mass system par video banaiye please sir
At 13:43
Thank you sir
I understand completely...thankiiieewwwwwwwwww
👌👌👌👌
Great
R a sqare kese hoga ye b bta dete
Thnks sir
Maja agaya
nice
🙏🙏🙏🙏
Sir iss me 4π kha se aya 😑
Satinder bhai,Please revise the formula for surface area of a sphere.
Osm
❤️❤️❤️🙏🙏🙏🙏🙏
Book mein thoda alaga h
This is only special case uncle. Where is complete and general proof?
Nephew,
Endscreen me link hai.
B.Sc. Electrostatics me video hai.
Card me link hai.
Aap search bhi kar sakte hain "Gauss theorem for bsc edupoint"
Aapke paas itni sari options thi.
Sir AAP ne padhai me Kya kiaaa hai
Sir plz apna number de dejiye
Faltu baate kam kiya kro baar baar repeat krkr video ka time bdane ki zororat nhi hai
Aapke keemti samay ke barbaadi ke liye maafi chahta hoon.
Ummid hai ki aapki keemti samay duniya ki bhalai ki kaam aayegi na ki logo ko troll karne ke liye.
Very nice sir g 🤗
easy explanation sir thank you
Thanks a lot 🙏
thankyou very very much
Very nice video sir
nice video sir
sir mxtt..
...
Thanks sir
Nice
easy explanation sir thank you
Thank you
easy explanation sir thank you
Thanks sir
easy explanation sir thank you
Thank you