Trig Limit (1 - tanx)/(x - pi/4) Compound Angle Substitution

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  • Опубліковано 4 лис 2024

КОМЕНТАРІ • 23

  • @bobbyshetty8556
    @bobbyshetty8556 4 роки тому +5

    3 years later its still helping students. Thanks

  • @dhruvgupta1670
    @dhruvgupta1670 3 роки тому

    Just amazing

  • @sanjaysaw5649
    @sanjaysaw5649 7 років тому +2

    Sir one question, please explain
    Lim (sin3x-3sinx)/(π-x)^3
    x->π

  • @rahulkeshri4410
    @rahulkeshri4410 5 років тому +3

    Lim x tends to 0, x tan4x divided by 1-cos 4 x. Explain how I solve this question

  • @vikashini1687
    @vikashini1687 2 роки тому +1

    Hi sir, can u pls give explain in what Situation will use this method of limit substitutions (Ex: u did in this problem teta = x- pi/4)

    • @vallanroquemascarenhas7480
      @vallanroquemascarenhas7480 2 роки тому

      It's usually done for every trignometric limit which gives 0/0 on direct substitution, if we get a non 0/0 result on direct substitution, then we don't do that step

  • @nikunjtiwari9524
    @nikunjtiwari9524 3 роки тому

    Thank u sir Your answer is very helpful to me

  • @hibahiba-mi1yy
    @hibahiba-mi1yy Рік тому

    Thank u teacher❤

  • @Deepu2198
    @Deepu2198 5 років тому +1

    thanks

  • @516mahimatyagi_hlllyear8
    @516mahimatyagi_hlllyear8 7 років тому +1

    Very good

  • @findingme9157
    @findingme9157 6 років тому +2

    Thankyou so much this is so helpful Im gonna cry

  • @royal_me8370
    @royal_me8370 3 роки тому

    Thankewwwwww

  • @buhlelungileshabalala2896
    @buhlelungileshabalala2896 4 роки тому +1

    Sir I am confused a little bit...on the second step why did u divide with 1-tan♡.tan◇

    • @nandanijaiswal9076
      @nandanijaiswal9076 2 роки тому +1

      Because he used the identity ... the formula of Tan(A+B) = TanA +TanB / 1-TanA .TanB

  • @saritajha5411
    @saritajha5411 6 років тому +1

    Thanku sir

  • @prachimohanty2351
    @prachimohanty2351 5 років тому +1

    Thank u sir

    • @MathematicsTutor
      @MathematicsTutor  5 років тому

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  • @rameshsahu5433
    @rameshsahu5433 5 років тому +1

    Use L hopital to solve faster

    • @MathematicsTutor
      @MathematicsTutor  5 років тому

      That is correct. However, we teach L'Hopitals Rule in Calc 2.
      Thanks

  • @saisirimangarapu3685
    @saisirimangarapu3685 4 роки тому +1

    Can't we use lhospital rule