Applications of Derivatives (AOD) | Math | JEE ADVANCED 2024 CRASH COURSE | LIVE
Welcome to Infinity Learn JEE's comprehensive guide on Applications of Derivatives (AOD) tailored for JEE Advanced 2024 aspirants! In this power-packed session, we delve deep into the intricate world of calculus, focusing specifically on how derivatives are applied in various real-world scenarios.
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Join us as we break down complex concepts into digestible chunks, equipping you with the knowledge and strategies needed to conquer the AOD section of JEE Advanced with confidence. Whether you're aiming to crack the exam or simply seeking to enhance your understanding of calculus, this tutorial is your ultimate resource.
Don't miss out on this opportunity to sharpen your calculus skills and ace the AOD section of JEE Advanced 2024! Subscribe to Infinity Learn JEE now and embark on your journey towards mathematical excellence. Let's conquer calculus together!
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FAQs
►What is the application of derivative derivative?
►What are the applications of limits and derivatives?
►What is the application of dy dx?
►What are the applications of derivatives rates of change?
►What is the weightage of differential equations in JEE Mains?
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Пікірлер: 22
vote for need session on aod❤
@21adarshkulkarni28
Ай бұрын
*needed
Thank you sir🙏,,, please continue this series, it's helping us a lot,, you're a great teacher
@anshultomar1987
Ай бұрын
😊
VERY NICE SESSION FOR CLEARING CONCEPTS
@anshultomar1987
Ай бұрын
😊
@garvitporwal9855
Ай бұрын
@@anshultomar1987 very good problem solving session.....thankyou very much sir
1:05:10 This was a great thought Iske bad sawal easy hogya But click nhi hua Sir bring more sessions on aod with such questions jisme khud function sochna hai ki kya le ki sawal khatam ho Jaye Thanks so much sir Ekdam dimag ki nase khol di sari😂😂 AOD nam hi kafi h❤❤❤
@anshultomar1987
Ай бұрын
😊😊
Very good session sir thank you very much
Nice session ❤
Great session sir❤
Thank you sir ❤❤❤
3d and vectors
Best class for aod revision for jee advanced
Superb ❤️
Sir in first question, if we plot the rough graph of f(x) we can see that the slope of the function at any arbitrary point is less than slope at 2 and greater than slope 3 , the slope of the chord of the given 2 points is -1/6 but after that I didn't know how to proceed as the options were different
Gajab lecture ek aur lecture AOD pe
3d lecture soon
1:23:00
1:00:14 graph se dekh skta the kya? Ki mod lene se sharp corner banega ?
1:12:33