Stewart 3.6 #9 ftw! Thank you man, I'm not confortable manipulating trig functions with right triangles yet. And probably won't 've untill I take an analysis course.
This is my lesson now, and I missed the explanation of my prof. Searching for how to get such question, Thank you for explaining it better than what I found before this
Befor I‘ll see this video; here‘s my way. Since Integral of a derivative of a function is the function itself, we could use this identity. So I took the derivative of cos(arccos(x)) wich is -1/sqrt(1-x^2) * sin(arcsin(x)). It‘s possible to simplify it to -x/sqrt(1-x^2). After this step I took the integral of it, with the sub u = sqrt(1-x^2) and I got sqrt(1-x^2). Calc Power bois!
Couldn't find a good explanation of this until I found this video, thanks man.
DawgFL thank you
Teacher tried to explain this in 1 hour, I didn't get it. After seeing this video for not even 4 minutes, I get it :), thank you very much sir
gerben bartels you're welcome. thanks for the comment too
this guy has the best explanations i've ever seen on the internet thank you!
Lifesaver!!! Thank you!! That made so much more sense
That was so amazing. I think I'm gonna cry. Thank you so much!
You are just great!!! I'm a spanish speaker and I didn't get this with my professor or with other videos, but you make it really clear. Thanks
"x is not a fraction" I knew this but was still happy with him when he said it. You have a gift
GOLD STAR OMG NEEDED THIS REVIEW. YOU HELPED ME WITH THE WHOLE + - Square root THING on BOTH SIDES!!!!
Nick Cooley thank you 😊
Amazing, thanks a lot :) Your videos are my go-to reference when I study :)
Thank you so much! This really helped me to understand the concept in 30 minutes before my final.
Thank you, the best explanation I seen so far.
thank you from Morocco , very clear explanation , you saved me :)
this guy is the GOAT of algebra
U came in clutch, thanks man
Thank you so much, you saved my grade in trig.
Lots of love!! cosa hermosa , bien hecha
YOURE SO HELPFUL
You’re my hero right now!
Insane explanation thank you sir
This video helped me on my summer homework, the clear explanations allow it to also be easily applied to other similar problems.
my pleasure to help!
Thank you man. You are superb
This was helpful for an upcoming final!
Bro this was amazing ty
Are you a teacher yet? You are very clear with instructions. I thank you sir.
I have been a teacher for years. :)
blackpenredpen And you have quit, I hope not, 'cause you're very good
Where do you teach? I may want to transfer lol.
Thank you very much ! Perfect explanation !
the best explanation
world greatest explanation
Thankyou ... U r so good at teaching 😊😊
Stewart 3.6 #9 ftw! Thank you man, I'm not confortable manipulating trig functions with right triangles yet.
And probably won't 've untill I take an analysis course.
very helpful and easy to understands thank you!
Thank u so much for your video. It helps a lot.
This is my lesson now, and I missed the explanation of my prof. Searching for how to get such question, Thank you for explaining it better than what I found before this
Thanks man! Appreciate the explanation!!!!
Thank you!!! That helped so much on my pre calc hw!!😂
Thank you so much , u really helped me a lot .
better than my calculus teacher. TY
thanks for teaching better than my Dr. Tudose who was uni for 8 years. Thanks again
So clear! TY
Thank you thank you thank you!!!
very helpful! thanks!
You are probably the best
This is world class
Cool!
Great help thanks!!
Very helpful!
So clear, thank you.
I am glad that you found this helpful!
Much appreciated!
Thank's, you saved me
thanks so much!!
Your Awsome!!!!!! Keep doing what you are doing
jon pen thanks
Thank you man
Thank you sir
YOU ARE AWESOME
I have the same equation but instead of x I have x/2 so should I keep it as (x/2)/1, or keep it as x/2?
thank you very much!
Thank you! You make math fun. When I understand it, I love it
If x
you are a legend
Thanks for this video 🙏🙏🙏🤞😩😜
obrigado mano
GOD BLESS YOU
thx bro
why is there sin on both sides?
What if theta is a great angle?
you're the best
Thank you!
concise
thank you so much you deserve a shawarma
Holy shit...10/10
Thanks
OK, THANKS
Excellent
Noah Daniel thanks
Would it be the same! if x
ajaykumar sandula works the same for 0
i love you
the god
7 year old BlackPenRedPen still here to help. The other 5 inverse trig derivatives will be left as an exercise for the viewer :D
Befor I‘ll see this video; here‘s my way. Since Integral of a derivative of a function is the function itself, we could use this identity. So I took the derivative of cos(arccos(x)) wich is -1/sqrt(1-x^2) * sin(arcsin(x)). It‘s possible to simplify it to -x/sqrt(1-x^2). After this step I took the integral of it, with the sub u = sqrt(1-x^2) and I got sqrt(1-x^2). Calc Power bois!
Daniel Andrukh wont the derivative be -1/sqrt(1-x^2) * sin(arccos(x))…
The same works for sin(arccos x)
Cos(arcsinX)=sqrt(1-(sin(arcsinX))^2)
= sqrt(1-X^2)
Better than chat gpt
like si estas por el ejercicio 27-c de la guia de analisis jajaja,apenas lo entendi pero pude hacer el ejercicio
?
That makes a LOT of sense now. Thank you so much