How To Memorize Inverse Trig Integrals In 5 Minutes!

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  • Опубликовано: 9 апр 2017
  • This is a video that shows a connection between the Inverse Trig Derivatives and the Inverse Trig Integrals, and gives some easy mnemonics to help you memorize the Trig Integrals.
    #mathematics #calculus #trigderivatives
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Комментарии • 45

  • @d.j.p.2563
    @d.j.p.2563 7 лет назад +32

    i knew it, you got some unique way on memorizing things like this,, and i always find it very very useful..and because of this all we have to care is no longer these formulas but the problem itself..lol..thanks a lot and hopefully you keep making these videos.

    • @ColesWorldofMathematics
      @ColesWorldofMathematics  7 лет назад +6

      I'm glad the videos are helpful for you! Thanks for watching. Please share with your friends.

  • @dougjenkins7311
    @dougjenkins7311 5 лет назад +18

    Definitely very helpful for memorizing the formulas. Thanks so much. You have LOTS of excellent videos on your channel. I which you got more views and subscribers because you definitely deserve it.

    • @ColesWorldofMathematics
      @ColesWorldofMathematics  5 лет назад +4

      Thanks! Me too! Please share my channel. That will definitely help to spread the word to other people who might need help in math.

  • @yash7615
    @yash7615 7 лет назад +13

    Happy that I am the first guy to comment ur previous video on tricks to remember trigonometry integrals was also very very good . It helped me in my competitive exams of national level , thank you once again

  • @sirisaacnewton2186
    @sirisaacnewton2186 7 лет назад +20

    You have excellent memorization techniques. Keep making videos.

  • @Amani_Rose
    @Amani_Rose 3 года назад +2

    Thank you so much!
    Covid-19 has definitely disrupted my learning and this video has been extremely helpful.
    I'm very grateful that you've shared your trick!

  • @ashishmohapatra716
    @ashishmohapatra716 6 лет назад +14

    Mam Thanks a lot for your wonderful tricks to remember..

  • @lovatodirection
    @lovatodirection 6 лет назад +13

    so helpful!!! thank you so much 💖

  • @DanielUmoh-nu7ff
    @DanielUmoh-nu7ff 9 месяцев назад +2

    Right from your first video I watched... Trig is now easy!!!!!!!!!!!!!! You're the best. God bless you for this

  • @nandakumar8060
    @nandakumar8060 7 лет назад +6

    You're are really awesome....can u please make videos on SAT concepts....😭

    • @ColesWorldofMathematics
      @ColesWorldofMathematics  7 лет назад +1

      In a couple of weeks, I am going to go back to uploading videos on a regular basis. It's been a busy summer for me (trip to Pairs, daughter's wedding etc). When I start recording again, I will definitely include some videos on SAT concepts. Thanks for the suggestion.

  • @experiencethebeats4217
    @experiencethebeats4217 5 лет назад +1

    Very, Very Helpful! Thanks!

  • @mikennamartens1267
    @mikennamartens1267 4 года назад +1

    Amazing. You will be a huge reason that I pass my exam, thank you very much!!!

  • @ranblake3165
    @ranblake3165 Год назад +1

    Very helpful .audio excellent !

  • @thestonedscientist
    @thestonedscientist 3 года назад +2

    You are awesome!!!

  • @tiptoncommunityschoolcorpo5372
    @tiptoncommunityschoolcorpo5372 5 лет назад +2

    Excellent Trick! Thanks.

  • @matokurin
    @matokurin 2 года назад +1

    Great

  • @kingbeauregard
    @kingbeauregard 2 года назад

    I don't have a good way of memorizing these things; for me, what often works better is to work through the process so I see how things fit together, which then helps me remember how they fit together. When it comes to the inverse trigs, I find it illuminating to take the derivative and then express it in terms of the original function. For example, if y = tanx, then dy/dx = (secx)^2 = 1 + (tanx)^2 = 1 + y^2 . Notice that, if you rearrange the equation, you get dx = dy / (1 + y^2), and if you integrate that, you've got the inverse tangent integral.

  • @user-fh2rw9zh8g
    @user-fh2rw9zh8g 10 месяцев назад +1

    Just a note the thumbnail of the video is about derivatives not integrals!

  • @abdirakhman
    @abdirakhman 3 года назад +1

    My exam is tomorrow. This video definitely helped me. Thanks for the video.

  • @user-fh2rw9zh8g
    @user-fh2rw9zh8g 11 месяцев назад +1

    Maybe I'm late. But this is really helpful

  • @codedoc955
    @codedoc955 4 года назад +1

    I love your tricks! Having watched your trick videos, I didn't find tricks for ∫1/[√(x²+a²)] dx ∫1/[√(x²-a²)] dx ∫1/(x²-a²) dx ∫√(a²-x²) dx. Does there have any tricks for them?

  • @RohitRoy-hb6lt
    @RohitRoy-hb6lt 6 месяцев назад +1

    Thank you

  • @watching4410
    @watching4410 10 месяцев назад +1

    She said csc, meant secant

  • @monoman4083
    @monoman4083 Год назад +2

    top dollar vids...