Integration of sinx/cos^2x dx (Solution)

[@allaboutintegration]

A small typo: in 2:02, a /= -1, instead of 1 because when a = -1, the denominator will be 0, hence whole problem will not be solvable.

[@justagaymer366]

very tankful for this video, mate, U R the Best!!!

[@allaboutintegration]

Glad it helps!

[@ADNAN-si5pp]

Can you do this without substitution

[@allaboutintegration]

Yes, another way will be to express it as sec x tan x. The integral of sec x tan x is sec x + c.

[@aysegulyetim9956]

Teşekkürler 💃💃💃

[@aditianand9309]

Wow it's just amazing

[@kiritoasuna5934]

🎉🎉🎉🎉🎉woww thanks

[@allaboutintegration]

You are welcome!

[@CHC_zqwh0524]

very nice tutorial

[@allaboutintegration]

thank you

[@АйзереСултан-ш9т]

thank you you helped a lot

[@allaboutintegration]

I am glad it helps

[@yaseridris5414]

Thank you for the video

[@allaboutintegration]

glad it helps!

[@cruizergaming1738]

Thanks ❤️

[@allaboutintegration]

Youre welcome glad it helps

[@violintegral]

Just rewrite sinx/cos²x as secxtanx

[@Wth581]

Exactly🤣
Why to all this nonsense thing
Yeah its another thing we will…

[@Celestialbreeze-y1k]

Sir,Is it possible to integrate sin x and 1 upon cos ^2 x individually.
Means, integration of sin x is - cos x and we have 1 upon cos square x, therefore it is sec square x.
Therefore, - cos x into tan x + c should be the answer.
Sir,plz solve my doubt

[@allaboutintegration]

It is not possible to integrate sinx and 1/cos^2x individually as it is not the correct way to solve this integration problem

[@Ffking-bg1ee]

Why are you not talk in hindi?🥺🥺🥺
I am understanding hindi better than English 🤗🤗🤗🤗

[@allaboutintegration]

I wish i can! I hope somewhere can help me translate to hindi

[@ΝικολαοςΨαρρας-ε3υ]

U can let u =1/cosx for a faster solution

[@allaboutintegration]

It is an alternative way to solve too