Application of mean value theorem

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  • Опубліковано 27 січ 2025

КОМЕНТАРІ • 37

  • @voltire3519
    @voltire3519 Рік тому +30

    I swear you are one of the most pleasant math educators online !!

    • @kevinbush4300
      @kevinbush4300 Рік тому +2

      I agree with your sentiment.
      But I find that most of them are very pleasant indeed, in any case.

    • @kevinbush4300
      @kevinbush4300 Рік тому +1

      His chalkboard notes are impeccably neat (I reckon he gets his chalk sticks from Japan).
      On the other hand, the pens he uses on paper are too broad-nibbed.

    • @kevinbush4300
      @kevinbush4300 Рік тому +1

      I take back what I said about the broad nibs.
      I’ve watched a few shorts now where he uses ‘sensible’ pens.

    • @Practicalinvestments
      @Practicalinvestments 9 місяців тому

      As soon as he said “what in the world is this,, but if your a calculus student then you can’t complain and you have to learn it” I was like yeah this guy knows 😂😂😂

  • @trollchicken
    @trollchicken Рік тому +15

    Watching your videos is so satisfying. You explain terms with passion

  • @missyoudear10
    @missyoudear10 Рік тому +4

    i really love your style of teaching

  • @Practicalinvestments
    @Practicalinvestments 9 місяців тому +5

    This deserves far more views and likes because the example questions and questions on the assignments are like “differentiate 2x^2” and “use mean value theorem to find f’(c) in f(x)= (5x-10)^2 over [0,8]”
    But then the questions on the tests and exam are exactly like what you wrote at the beginning with no explanation or hints,, it’s like they want students to fail ffs, or are just too lazy to care

  • @anirbanpandit680
    @anirbanpandit680 Рік тому +1

    Sir i must say you are such a perfectionist, any problem doesn't matter how hard that topic is I can catch that topic in one time playing that video!.....and your expression and forces on your words makes it more simple and understandable......you are a precious asset in my math course......earlier I was very grateful to have that epsilon-delta proof video.....for students like me you are very precious asset, stay blessed SIR! please keep bringing up these awesome videos like on rolle's theorem.............once again sir Thank you

  • @aadityavikram5030
    @aadityavikram5030 Рік тому +4

    Keep teaching brother.......

  • @LittleArtist-nl5ge
    @LittleArtist-nl5ge 5 місяців тому

    you are absolute genius, daymmmn i always feel happy when i see ur thumbnails, keep it up

  • @IO___II____OI
    @IO___II____OI Рік тому +1

    You are so good at teaching. Thank you for this video.

  • @AA01998
    @AA01998 Рік тому +1

    Slow and easy to understand ❤ .
    Its satisfying to learn like this

  • @sadidsheikh6917
    @sadidsheikh6917 Рік тому +2

    loved this one

  • @SYAgencies0379
    @SYAgencies0379 Рік тому +2

    Thank you for doing the work on a black board, for me to see clearly, the lines and numbers.

  • @surendrakverma555
    @surendrakverma555 9 місяців тому +1

    Very good 👍

  • @Persona200
    @Persona200 2 місяці тому

    You are the best!

  • @NokutendaChiponda
    @NokutendaChiponda 3 місяці тому

    Thank you very much for turning this F- student to a A+ Student 😊❤

  • @ochen222
    @ochen222 Рік тому +4

    tan(x) is not continuous on x = pi/2 or x = -pi/2?

    • @saravana4217
      @saravana4217 2 місяці тому

      Yes I also have the same doubt

  • @ericgold3840
    @ericgold3840 2 місяці тому

    Amazing teacher
    I had trouble convincing myself that TanA - TanB > b -a in the last part of the proof.
    I eventually looked at it as (TanA - TanB)/(b-a)
    When Sec(x)^2 > 1, the numerator > denominator in the fraction

  • @FaizMuhammadsahto
    @FaizMuhammadsahto 6 місяців тому

    Very nice sir

  • @dengankunghacharles1115
    @dengankunghacharles1115 7 місяців тому

    Well done

  • @MrRrrr698
    @MrRrrr698 Рік тому +1

    Asmr maths 🥰🥰🤩😍

  • @hakemrania5840
    @hakemrania5840 Рік тому +1

    Sir i didn’t understand why did u put the derivative of tan(x) as sec square of x while its 1/cos(x)

    • @joaomane4831
      @joaomane4831 6 місяців тому +1

      Because that is the derivative of tanx?... Review your calculus.

  • @earl808s
    @earl808s 9 місяців тому

    This is great

  • @blockblend-12
    @blockblend-12 Рік тому +3

    Pouvez vous montrer que la fonction f est strictement monotone tel que :
    | f(x) - f(y) | >> k | x - y | avec k appartient à IR +

  • @saifhossain9462
    @saifhossain9462 7 місяців тому

    I really want to know that which books are you followed by you

  • @Manisha...............
    @Manisha............... 9 місяців тому

    Thank you sir

  • @JosephKandala
    @JosephKandala Рік тому

    😂😂😂 why did i choose 1.5 my math is terrible. 😅😂😂 you are great Sir Thanks

  • @OkechJoshua
    @OkechJoshua 3 місяці тому

    You're really pushing someone closer to light.

  • @sebasmiro
    @sebasmiro 8 місяців тому

    but tan(x) is not continuous on x = pi/2 or x = -pi/2

  • @VictorJunyiWang
    @VictorJunyiWang 7 місяців тому

    Use sec(x) squared = 1 + tan(x) squared to get sec(x) squared is always greater than 1