Derivative Shortcut Tricks #shorts #dineshsirlivestudy

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)

Rap😂

What a trick 😅

Your best teacher sir❤❤❤

amazing sir ❤

😮

Sir yehi same que meri exam me aaj ayya tha 😂

HO!!!!!!!😂😂

Sir that shortcut trick apply for jee mains question

❤❤❤❤❤❤

Lol question

Can you give proof of it pls

😮

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

Easy hai sinx ko chhorhke sare ko "y" lelo fir both side squaring both side karke differentiation kardo khatam

and how to integrate that type of function?

Sir yesy shot video banao

That bye was ....... Oh man this man is a true legend 😂❤

Question wrong 2nd function's root is only over the sin x.

Kartik is representing all students who have doubts and improve themselves

Don't worry this type of question will not come in cet onwards😂

Sir ashya type n state board madhe solve kelet chalnar ky sir

Konse chapter ka ye

Second order derivative dile kya hoga

Sir board ke liye bhi banaya kro

Ye short trik se lagega baccha sawal h

Ratta maar

legends be like:- sin-sin ko cut kardo🤣

logarithmic differentiation laganeka original method

Marathi mansa Jaga Ho
Performance
😁😁😂😂😂😂😂

Sir ha Que ala hota ajj 14may 2nd shift fkt -sin hote me tych -cos barobr kele

Mujhey laga woh abhishek sir chemistry they

Ho gaya panoti lagai abb ue sawal kabhi bhi nahi ane wala 😔

In shot rat kar baitho😂😂

these is kcet problem

Thank you so much sir 🎉

Brilliant teacher

Wow sir

Hooooo

🙏

😂 finally i got 1 out of 3

Melela kartik jivant zala 😂

Sir more video

Waah! kya acting kar rahe hai!

Thank you sir thank you so much

🎈🎈🎈🎈

Thanks sir for your help 🙏

majja aayua sir par kidney touching performance

😁😁😁😁

dy/dx = cosx/2y-1