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.
This is seriously genius. Next level learning. Literally just one watch through and it could be memorized for life, 3-4 watch throughs and it’s just stuck in your head so easily. Thank you thank you thank you!
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.
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
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!
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.
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.
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?
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.
This is seriously genius. Next level learning. Literally just one watch through and it could be memorized for life, 3-4 watch throughs and it’s just stuck in your head so easily. Thank you thank you thank you!
Wow, thanks! Glad you liked it!
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.
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!
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!
so helpful!!! thank you so much 💖
You're welcome! So glad the video was helpful! Thanks for watching.
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.
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.
You are awesome!!!
You rock!
Very, Very Helpful! Thanks!
You're welcome! Glad the video helped you out.
Very helpful .audio excellent !
Glad it was helpful!
Excellent Trick! Thanks.
You're welcome! Thanks for watching.
Amazing. You will be a huge reason that I pass my exam, thank you very much!!!
Happy to help!
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!
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
Maybe I'm late. But this is really helpful
Glad it was helpful.
top dollar vids...
Thanks so much.
She said csc, meant secant