Derivative Shortcut Tricks #shorts #dineshsirlivestudy

[venu]

Original method .
First square on both sides ... Since right hand side function is repeated infinite times we can write it same as y
Therefore y² = sinx + y
y² - y = sinx
Now differentiate ...
( 2y - 1)dy/dx = cos x
dy/dx = cosx /(2y-1)

[engineer_brother]

In class :- 2+2 = 4
In exam :- 2+2 = 4 Why 4 ?

[shivanibokey]

Sir please bohot saare videos bnaiye aise, bohot helpful hote hai

[aniruddhbane]

Kartik is representing all students who have doubts and improve themselves

[THOR-]

Dinesh sir your tricks are very helpful

[VibhuYadav-lfib]

Kartik-arre Dinesh sir
Dinesh sir-hoo...ooo...
😂😂😂😂😂😂😂😂

[Pushpak.]

Kash aap jaise professor College me milte

[HumanxGod]

I request ki shortcuts ke series' ki playlist ban jaye. Aur bohot sari tricks batao sir♥️♥️

[aaditya]

Love you dinesh sir
You are teaching very well

[alishbarajput]

Am very surprise while am solving other question in this method OMG🙊

[Pruthvirajwakchaure]

Yehi method se hum direct answer nikalte hai cet main thanks sir

[ridhimadas]

Sir, when I was in the middle of 10th class, I saw this video and I saved it, because I thought it will be helpful.Back then I couldn't understand what you were telling but somehow I realised that this is important so I saved it, now I am in the middle of 11th, and now when I saw this and I understood everything.

[montyd]

Solving this question is much more easier than remembering trick 😂 btw nice video

[soumitromoitra]

I know how to solve this question
It also has another where sin is replaced by any number then we have to use Principles of repitition of Quadratic Equations

Thanks Sachin Jahkar sir

[unknown_]

The right answer is
cosx (2√sinx + cosx)
Y' =
2√sinx (2y -1)

*Sinx + √sinx is a function, repeated infinite times under the root not only sinx.

[RUSHIKESHMANE-rf]

Sir aise video bano na please❤❤❤❤latest mai❤❤