Keith's Solution to Problem 193

Поділитися
Вставка

КОМЕНТАРІ • 31

  • @kikikimono
    @kikikimono 2 місяці тому +4

    You're a real physicist, may you be blessed, ameen 💗.
    Lots of love from kashmir

  • @KeithandBridget
    @KeithandBridget 2 місяці тому +5

    Thanks for posting. Hope your trip down under is going well. Keith

  • @trickyepithet9122
    @trickyepithet9122 2 місяці тому +1

    mm.. i forgot to expand the log(1+x) term.
    Pls keep going with this series, i've been solving from the past three problems and i love it!

  • @just_a_random_dude8396
    @just_a_random_dude8396 2 місяці тому +1

    you have a special place in all our hearts ❤ With love from India 😃

  • @NauleshGiri-mq5zc
    @NauleshGiri-mq5zc 2 місяці тому +1

    Love from Nepal🇳🇵 for awesome prof.

  • @luisaparecido5885
    @luisaparecido5885 2 місяці тому +1

    Thenk you Dr Walter

  • @muhammadismail2300
    @muhammadismail2300 2 місяці тому +2

    Your book was finally translated to arabic
    I ordered it of course
    Can’t wait to read it despite I already read the English version 😄

  • @_Exusiai_
    @_Exusiai_ 2 місяці тому

    Sir your old video make me love physics I hve been running from physics for like all of my past but after watching sir dedication it make me completely fall for physics thnks you very much from my heart I am a NEET aspirant from Indian and I hope I will get flying colour on physics

  • @louderthanbombs-go7sg
    @louderthanbombs-go7sg 2 місяці тому +2

    wonderful sir

  • @Timetostudyscience
    @Timetostudyscience 2 місяці тому +1

    Thanks 🙏 sir
    Sir you are senior teacher
    Thanks

  • @Wut_content
    @Wut_content 2 місяці тому +2

    Hats off to him for still being here explaining us Physics

  • @mdreugen
    @mdreugen 2 місяці тому +2

    Just a small comment. If I remember correctly e was first discovered by Jonas Bernoulli when analyzing the compound interest rate.

    • @KeithandBridget
      @KeithandBridget 2 місяці тому +3

      I agree it was. But apparently Euler extended it from e^1 to e^x

    • @lecturesbywalterlewin.they9259
      @lecturesbywalterlewin.they9259  2 місяці тому +4

      @@KeithandBridget *Euler's eq is my favorite of all math.* *e^iφ=cosφ+isinφ thus e^iπ=-1*
      ,

    • @The_Green_Man_OAP
      @The_Green_Man_OAP 2 місяці тому

      ​​​@@lecturesbywalterlewin.they9259
      The logarithmic spiral 🐚 equation is very interesting too... 🤔
      _Spira mirabilis_
      _Eadem mutata resurgo_

  • @SivaKumar-mu5pj
    @SivaKumar-mu5pj 2 місяці тому +2

    Can there be an electric field even if net charge is zero? If yes, how electric field and electric flux are connected in this case? Please clarify, sir.

    • @mohamadalimokadem1375
      @mohamadalimokadem1375 2 місяці тому +3

      Yes, for example in the case of a dipole the net charge is zero and you still have an electric field (that decays rapidly away from the dipole)

  • @grace_chaulagain
    @grace_chaulagain 2 місяці тому +1

    Really great video❤️. I’m a high school student and a physics enthusiast always inspired by your videos. I would love to learn more about capacitors. Do you have specific lectures regarding it ?

    • @KeithandBridget
      @KeithandBridget 2 місяці тому

      Look at Walter's 802 lectures. Start with Lecture 1 and take your time working through them in sequence. Electricity and magnetism is not easy but it is hugely important. Also keep up with your mathematics, you will need it.

    • @grace_chaulagain
      @grace_chaulagain 2 місяці тому

      @@KeithandBridget🙏thank you mate. That helps a lot

  • @NitinKumar-ny7rk
    @NitinKumar-ny7rk 2 місяці тому

    Good evening sir.

  • @The_Green_Man_OAP
    @The_Green_Man_OAP 2 місяці тому

    🙇☺️

  • @michaelbruning9361
    @michaelbruning9361 2 місяці тому

    Perhaps when you look at the electric field lines in the drawing on the left, you should think about why they are not physically straight.

  • @pranavsharma5184
    @pranavsharma5184 2 місяці тому

    Hello Sir, please answer this query of mine.
    Can the contact angle of capillary tube change from the specified value in the intermediate state of rising up?
    (Query from JEE Advanced 2019 Paper 2 question)

    • @lecturesbywalterlewin.they9259
      @lecturesbywalterlewin.they9259  2 місяці тому +1

      answers of JEE Advanced exams are published in India

    • @pranavsharma5184
      @pranavsharma5184 2 місяці тому

      @@lecturesbywalterlewin.they9259 Sir, the proper solution is not mentioned anywhere. My doubt is specifically regarding two capillary tubes placed above one another. In case of insufficient length of one tube, will the water rising in the tube will cross the interface or would the meniscus adjust it radius on the interface for balance?

  • @72151
    @72151 2 місяці тому

    The solution looks overly complex to me

  • @SkyLightsUXOs
    @SkyLightsUXOs 2 місяці тому

    Are all of you smart people really from this planet ?

    • @KeithandBridget
      @KeithandBridget 2 місяці тому +1

      No. I'm from the planet "Watch WL's Lectures". :)

  • @ani-sasuke-me_way7.
    @ani-sasuke-me_way7. 2 місяці тому

    May be 1st comment 😢