E field of a line charge complete

[@EigenA]

Great video, I don’t know why people are not showing you more appreciation. Keep up the good work. Thank you,

[@fornx8574]

Professors who use Pearson Publisher have the option to disable his videos in the homework. My instructor removed all his vids except for like two of them but I am in an accelerated summer course at a community college. I googled and found all Dr. Anderson vids on youtube. Thank the physics lords!!! I made an A in my uni physics I course, while employed full time. Hoping to get the same results for physics level II. This man has single handedly helped me pass.

[@saskiavanhoutert3190]

I wished I had you as teacher in my early schoolday's perhaps then I could have a positive result. You'r a excellent teacher keep doing that good work, thanks and kind regards

[@rickshawty]

this is the best explanation straight to the point. Thank you!

[@lancelovecraft5913]

I have been over reliant on gauss law. I forgot this method w trig sub. Gauss law is so powerful it can get u there in significantly fewer steps. But i like this method as well bc i enjoy seeing multiple methods of arriving to the same conclusion

[@irfanjames6551]

Honestly, it's soo good. Why his videos are so underrated. God Bless you.

[@yoprofmatt]

Underrated? I've got millions of views. Of course, most of those are from my mom, but still. Cheers, Dr. A

[@mubashirwaheed474]

Cute! Thank you so much, and I hope you are having a great day

[@MmAaZzzz]

Great Explanation👍

[@pnt14]

I am from india. I like the lesson . Thank you 😁 sir

[@dynabenamara6352]

I do no know why you don't have a lot of views your explanation is awesome

[@changliem6986]

Thank you so much ,professor your lecture just make me love physics

[@yoprofmatt]

Awesome, love to hear that. Cheers, Dr. A

[@heeohjin3263]

Thank you, professor! Your videos are amazing:) How do we know that the integral of (x^2+y^2)^-3/2 = 1/y^2? I understood y is a constant, but It’s still confusing. How did you get the 1/y^2

[@fastandbulbous6282]

You take the improper integral of 1/(x^2+y^2)^3/2 from 0 to infinity, plugging in infinity we see that the value of the anti derivative there “vanishes” and we are just left with 1/y^2

[@imranibrahim2444]

​@@fastandbulbous6282please explain widely I still don't understand

[@talhaanik8441]

so good

[@Gomamon64]

you're a life saver

[@andonkeppeler8156]

Amazing!

[@ahmetmelihterzi6344]

the (fake) end was literally wonderful :D

[@gerakore8948]

do this integral.... oh you can look it up in the book

[@TheRecoveryChannel]

#DUNN

[@keshosingh5645]

thank you sir

[@akaez2807]

just wow!!

[@guillermocesarganem5532]

I CAME HERE ONLY FOR THE INTEGRAL TO BE RESOLVED!!! WHY Y'ALL ASSUME I CAN DO IT???

[@chunkylover7005]

you don't really need to solve it. It's in the "table of integrals" section of your textbook just look it up. unless your professor is making you solve it by hand... then i'm so sorry for you

[@imranibrahim2444]

​@@chunkylover7005Which text book???

[@QuickLearnScience]

How you know it an infinite line chart do they have to tell you in the problem??

[@yoprofmatt]

Yes, the problem should specify. Cheers, Dr. A

[@yacinetebbi9007]

Man you saved my life

[@saul-gone-z3o]

I have a question. Is Ey = Enet ?

[@yoprofmatt]

asem shaat, In this special case, yes. Thanks for the comment, and keep up with the physics! You might also like my new website: www.universityphysics.education Cheers, Dr. A

[@imranibrahim2444]

Who knows how to do the integral ...... I can't do it

[@thuyavansathiamurthi3592]

dat fake out at the end =/

[@network9990]

Why don't you write k for 1/4pieE0, aren't they equivanlent?

[@marcioamaral7511]

They're literally the same, k is a name for 1/4piepsilon0

[@Ghostride100]

Its mainly because E0 can change based on the material between the line of charge and the point, it represents the permittivity of free space but if there was something inbetween the line of charge and the point, E0 could be different.

[@harshbardhan8589]

First one to dislike

[@gokublack9080]

you are the first and the last.

[@harshbardhan8589]

@@gokublack9080 thanks 😊

[@sroydetroy6404]

@@harshbardhan8589 why though?