Integration by Substitution involving Trigonometric ratios (Sine, Cosine and Tangent)
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- čas přidán 17. 01. 2022
- This video further explains the concept of Integration by substitution and shows how to evaluate problems on Integration using the idea of substitution by trigonometric ratios and change of integral variables.
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Am a university student and i watch lot of your videos for my MTH 101 and 102, they are very understandable ❤.
Thanks alot sir
Happy to hear, welldone.
Youre doing a very great job sir
I'm really benefiting from your tutorials
Awesome.
Glad to hear
nice video, solving integrals is so much fun!
Indeed, expect better contents 🙂
This is so fruitful.....Thank you sir...😊
Awesome.
Glad to hear from you.
Thank you 👍
Sir did you do tutorial for Partial Differentiation? Because I have searched for the concept but I have not found it.
Thnx a lot u have really save me
Awesome.
Glad to hear.
please sir, when do you know when to put sin or tan? like in eg 1, you said x=a tan u then in eg two u said x=asinu so i just want to know when to put sin cos or tan
Please watch from beginning of video or check out previous video
Still following 🥰 thanks sir
Awesome
Very very helpful!!!!
Glad to hear, thanks
Thanks for the lesson
Always welcomed
So wonderful wao, advance cover the entire topic for subject in secondary school
Yes Sure, thank you
Thanks a lot sir!
Always welcomed
Sir you are a legend
🙏🙏🙏
Great...!!!
Please Sir, how did you expand (3tanu)² to get 3²tan²u
Sir in integration by substitution method (trig), when is it appropriate for you to use the form X=a.tan²u?
Observe the form again
❤ thanku so much sir
Welcomed!
Immaculate.
Thank you so much 🙏🏻🙏🏻🙏🏻
Tr bt ere z no tutorial abt trigonometry
👏👏
Please is the x=a tan u or x=a sin u going to be given in the question?
No, you have to figure it out yourself
@@jonahemmanuelofficial ok thank you
🎉May the lord bless you
🙏🏻
Please is this in secondary school curriculum??
Nope, University
Thank you sir.🤗
But I thought it was secondary school curriculum 🤔
More than
It's not for secondary school right?
Well, not really
But you can just learn it to know it anyways
It's isn't sha
But the earlier the better🥇👍
I didn't know it was for uni so I learnt all of the differentiation. I'm in Shs 2
@@flapcaan awesome.
That's an added advantage for you then.
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