How To Memorize Inverse Trig Integrals In 5 Minutes!
HTML-код
- 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
*******************************************
Math Tutorials on this channel are targeted at college-level mathematics courses including calculus, pre-calculus, college algebra, trigonometry, probability theory, TI-84 tutorials, introductory college algebra topics, and remedial math topics from algebra 1 and 2 for the struggling college adult (age 18 and older).
*******************************************
Don’t forget guys, if you like this video please “Like” and “Share” it with your friends to show your support - it really helps me out!
*******************************************
SUBSCRIBE HERE for more Math Tutorials --► bit.ly/2HPIkCc
*******************************************
Interested in purchasing the TI-84 Plus CE Graphing Calculator?
Click Here --► go.magik.ly/ml/8lh0/
*******************************************
Be sure to Check Out Cole’s World of Mathematics Merchandise!
Supporting Cole’s World of Mathematics is as easy as 1-2-3.
Click Here --► www.cafepress.com/colesworldof...
*******************************************
For More Math Tutorial Videos, check out all of my Playlists:
Tricks & Short-Cuts for Memorizing Math Formulas: bit.ly/2mT8qxo
Sketching & Translating Basic Equations: bit.ly/2mSPsqK
TI-84 Calculator Videos: bit.ly/2novtib
Factoring Techniques Playlist: bit.ly/2n5OFCT
Calculus Videos: bit.ly/2nozSlf
Calculus Theorems: bit.ly/2x7omzP
Integration - Calculus 1: bit.ly/2oBxNjq
Individual Integrals: bit.ly/2oUCGap
Derivatives - Calculus 1: bit.ly/2oByskZ
U-Substitution Methods: bit.ly/2oUtSRL
Limits - Calculus 1: bit.ly/2oBFV3f
Related Rates - Calculus 1: bit.ly/2mgeSid
AP Calculus AB Test Tips Videos: bit.ly/2noq7DM
SAT Math Test Prep Series: bit.ly/2x6Zc41
STEM Project in Calculus: bit.ly/2noq0bq
Pre-Calculus Videos: bit.ly/2noi0H8
Inverse Functions: bit.ly/2FKtZJa
Exponential Functions: bit.ly/2FLqUIU
Logarithms: bit.ly/2mjxLR9
Permutations: bit.ly/2mSPPBK
Trigonometry Videos: bit.ly/2nojaCK
Algebra Videos: bit.ly/2noyVtr
Algebra 2 Videos: bit.ly/2nopGJK
Linear Equations: bit.ly/2oToPkA
Solving Equations Videos: bit.ly/2x7o7op
Simplifying Radicals: bit.ly/2mjiDDn
Circles: bit.ly/2mhNCju
Parabolas: bit.ly/2oBuOYm
Quadratics: bit.ly/2j24FC2
Ellipses: bit.ly/2p1QgG7
M104 at IUK Videos: bit.ly/2notD0Z
M105 at IUK Videos: bit.ly/2nosA1a
Extremely Nerdy Math Jokes: bit.ly/2nopAle
Fun Things to do on the TI-84: bit.ly/2nopVVa
Math Tricks: bit.ly/2nopsCa
Classroom Teaching Ideas: bit.ly/2nouxKO
Time-Lapse Videos: bit.ly/2x7spMy
*******************************************
Be sure to check out Cole’s World of Mathematics around the web!
ON FACEBOOK: bit.ly/2dQMlZq
ON TWITTER: / arcole82
My TpT Site: bit.ly/1MxQlG1
Classroom Website: www.professorcole.com/
Personal Website: www.colesworldofmathematics.com/
*******************************************
DISCLAIMER: This video description contains affiliate links, which means that if you click on one of the product links, I’ll receive a small commission. This helps support the channel and allows me to continue to make videos like this. Thank you for the support!
*******************************************
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.
I'm glad the videos are helpful for you! Thanks for watching. Please share with your friends.
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.
Thanks! Me too! Please share my channel. That will definitely help to spread the word to other people who might need help in math.
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
You're welcome! So glad that it helped you! Thanks for watching.
You have excellent memorization techniques. Keep making videos.
Thanks! Will do!
Sir Issac Newton? Why are you here? You're the reason why calculus exists!
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!
Glad it helped!
Mam Thanks a lot for your wonderful tricks to remember..
You're welcome! Glad you found the video helpful! Thanks for watching.
so helpful!!! thank you so much 💖
You're welcome! So glad the video was helpful! Thanks for watching.
Right from your first video I watched... Trig is now easy!!!!!!!!!!!!!! You're the best. God bless you for this
Awesome! Thank you! Glad my videos are helpful!
You're are really awesome....can u please make videos on SAT concepts....😭
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.
Very, Very Helpful! Thanks!
You're welcome! Glad the video helped you out.
Amazing. You will be a huge reason that I pass my exam, thank you very much!!!
Happy to help!
Very helpful .audio excellent !
Glad it was helpful!
You are awesome!!!
You rock!
Excellent Trick! Thanks.
You're welcome! Thanks for watching.
Great
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.
Just a note the thumbnail of the video is about derivatives not integrals!
Super big thanks! I fixed it!
My exam is tomorrow. This video definitely helped me. Thanks for the video.
Glad it helped!
Maybe I'm late. But this is really helpful
Glad it was helpful.
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?
Currently, I do not have any tricks for memorizing those integrals!
Thank you
You're welcome
She said csc, meant secant
top dollar vids...
Thanks so much.