AOD Problems in One Shot | JEE Advanced 2024

AOD Problems in One Shot | JEE Advanced 2024 | Arjuna Series

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@user-lq1eb5nz7l 8 ай бұрын

12:58 sir at other side e^3x . In that case e^3x will be >1 for all x>0 and hence f will be strictly decreasing option B

@gauthamchowdary 8 ай бұрын

i had exactly the same doubt, i kept looking at the equation again and again thinking i was wrong but i think sir did a mistake. so i guess the answer should indeed be strictly decreasing

@BlunderOP 8 ай бұрын

Yeah

@KRISHARTZ984 8 ай бұрын

Are -1 bhi hoga na right me wid e^3x... So overall it is h ' > 1 - e^3x ... So thik se conclude nahi kar paa rhe ki h ' is exactly +ve or -ve ... Therefore, cannot be determined... Correct me if I'm wrong

@user-lq1eb5nz7l 8 ай бұрын

@@KRISHARTZ984 nhi bro e^-3x multiplied tha na LHS me, toh RHS mein ja ke divide ho jayega , phir numerator Mein ane ke bad power positive ho jayega(exponents rules) . Agar LHS mein add hua reheta toh RHS mein subtract होता but power change नही होता. I hope this will be helpful 👍

@Sou1lessFTP 7 ай бұрын

@@user-lq1eb5nz7lcheck the sol. given on the slide 14:15

@weo9473 8 ай бұрын

All the best everyone ❤ #positivity

@21adarshkulkarni28 8 ай бұрын

bhai hope ne hi toh zinda rakha jee mains result ke baad warna rassi toh ghar ke storeroom mein hai hi😀

@SachinKumar-ww6tp 8 ай бұрын

Ak exam hamara future ni decide kar sakta

@Devi-g8n 8 ай бұрын

@@SachinKumar-ww6tp kar sakta hai bro bahut kuch decide kar sakta hai...

@allinone-ve8bi 8 ай бұрын

12:49 wrong other side it will be e^3x

@anmoljain15008 8 ай бұрын

😮

@uchiihaa 8 ай бұрын

@user-lq1eb5nz7l 8 ай бұрын

Yes bro

@user-lq1eb5nz7l 8 ай бұрын

In that case e^3x will be >1 for all x>0 and hence f will be strictly decreasing

@KnowledgeXEDITZS718 8 ай бұрын

22:00 this concept is jehnsons inequality

@wdivyankop 4 ай бұрын

voooooooo.. ALWAYS LOVE JEE ADVANCED SERIES!

@SAMITH.M 8 ай бұрын

JEE ADVANCE ATTENDANCE

@NaitikAgarwal-sr7it 4 ай бұрын

Osm session it includes most of the best questions

@tennessine5928 Ай бұрын

sir 15 does not depend on m so we can take is 1 and directly get the answer

@KRISHARTZ984 8 ай бұрын

Sir can you take a session on How to attempt JEE ADVANCED MATHS paper as a student...

@sohambhattacharya7451 8 ай бұрын

ANALYSIS Q1. Couldn't think of the parametric method....tried with the lengthier method Repeat ❗️ Q2. Umda sawal....had fun seeing the soln Repeat ❗️ Q3. Wrong attempt Q4. Another fantastic approach learnt today Repeat ❗️ Q5. Got in the wrong direction applying AM GM instead of a simple cross multiplication and analysis Q6. Got stuck in the last step...understood better after solution Q7. Got it right in first attempt Q8. Forgot the ITF graphs. Repeat ❗️ Q9. Got it right in first attempt Q10. Partially correct Q11. Easy question but did a blunder in analysis..apologies Q12. Got it right in first attempt Q13. Daravna sawal...but soln was easy Repeat ❗️ Q14. Another new approach learnt today Repeat ❗️ Q15. Wrong attempt Q16. Same as first question...failed to analyse the parametric point Q17. Another nice approach learnt Repeat ❗️ Q18. Got it right in first attempt Q19. Wrong attempt RESULT: 5/19 But learnt a lot out of it...repetition op...love you bhai❤❤

@21adarshkulkarni28 8 ай бұрын

bro op sahi tarika hai learning lene ka

@Millionaire_mindset-n1 8 ай бұрын

29:00 sir iss question me AM GM bhi laga sakte the

@Saumay_2613 7 ай бұрын

This video provides guidance on solving application of derivatives problems for JEE Advanced 2024. It covers a comprehensive mock test series by Unacademy, providing real-life exam experience and rank predictors to help students assess their preparation level. Key moments: 00:07 The video discusses solving questions on derivatives applications, emphasizing self-practice before watching the session. It also introduces a series for JEE advanced exam preparation. -Introduction to a series for JEE advanced exam preparation with a focus on solving advanced level questions and self-practice before watching the session. -Details about mock tests starting from the fifth of May for JEE advanced exam preparation, emphasizing the importance of registration and regular practice. -Explanation of solving a specific math problem related to slope and normal lines, showcasing different approaches to identify slopes at given points. 08:11 Understanding advanced mathematical concepts like integrating factors and derivatives is crucial in solving complex equations. The video discusses the application of these concepts in finding maximum perimeter and area of a rectangle. -Exploring the relationship between integrating factors and derivatives in solving equations. -Applying mathematical concepts to find the maximum perimeter and area of a rectangle. 16:49 Understanding mathematical concepts like derivatives and functions is crucial for solving problems efficiently. It is essential to grasp the core concepts to navigate through complex mathematical calculations. -Importance of maximizing standard processes and deriving derivatives to simplify calculations. -Exploring the beauty of mathematical solutions and the significance of interpreting mathematical concepts accurately. -Analyzing functions, gradients, and values to understand the mathematical relationships and solve equations effectively. 25:11 Understanding the concept of derivatives involves analyzing the increase and decrease in values, with a focus on maximizing or minimizing, leading to a deeper understanding of advanced mathematical concepts. -Analyzing the relationship between x and y values in derivatives to understand the concept of maximizing and minimizing values. -Exploring the gradual decrease and increase in values in derivatives, highlighting the importance of observing patterns for advanced solving techniques. -Discussing the significance of interpreting positive and negative values in derivatives, emphasizing the critical thinking required for complex mathematical problem-solving. 39:52 Understanding the concept of inverse trigonometry is crucial in solving mathematical equations involving trigonometric functions. It helps in determining positive and negative solutions based on the relationship between angles and functions. -Importance of mastering the basics of inverse trigonometry for solving equations accurately and efficiently. -Exploring the relationship between angles and functions to determine positive and negative solutions in mathematical equations. -Analyzing the impact of angle positions on trigonometric functions to adjust and solve equations effectively. 42:19 Understanding how to find the maximum and minimum values by setting derivatives to zero is crucial in mathematical optimization. This process involves folding shapes and calculating volumes based on given information. -Explaining the concept of mathematical optimization through finding maximum and minimum values using derivatives set to zero. -Demonstrating the process of folding shapes and calculating volumes based on provided data for optimization. 50:33 Derivatives are calculated by finding the rate of change of a function with respect to a variable. Understanding the graph behavior helps in determining maximum and minimum points effectively. -Importance of graph analysis in calculating derivatives and identifying maximum and minimum points. -Exploring the behavior of the graph to determine the direction of increase or decrease and locate critical points for derivative calculations. -Emphasizing the significance of analyzing basic graphs to simplify problem-solving and effectively handle derivative calculations. 58:38 Understanding the mathematical concepts of finding maximum and minimum values using graphs and intervals is crucial for analyzing functions effectively. -Analyzing functions through graph visualization to identify maximum and minimum points is essential for mathematical analysis. -Exploring the concept of intervals and determining maximum and minimum values within those intervals for accurate function analysis. -Utilizing mathematical theories like the Lagrange theorem to calculate maximum and minimum values in functions for precise evaluations. 1:07:38 The video discusses mathematical concepts related to functions and roots, emphasizing the importance of understanding orders of roots and comparing terms on both sides of an equation. -Exploring the concept of local maxima and minima in functions, highlighting the significance of understanding the behavior of functions within intervals. -Analyzing the roots of equations and the order of roots, showcasing how to solve equations involving multiple orders of roots and comparing terms to simplify expressions. 1:22:10 Understanding the concept of monotonically increasing and decreasing functions is crucial in analyzing graphs and derivatives. Monotonicity determines the behavior of functions and their compositions. -Analyzing the behavior of monotonically increasing and decreasing functions in graph analysis and derivative calculations. -The impact of monotonicity on function compositions and the nature of their behavior. 1:24:41 The video discusses the behavior of a mathematical function and how to interpret its increasing and decreasing nature based on derivatives, focusing on the concept of maximum and minimum values. -Interpreting the behavior of functions based on derivatives to determine maximum and minimum values. -Analyzing the increasing and decreasing nature of functions using derivatives to understand the function's behavior. -Exploring the concept of increasing and decreasing functions through the behavior of mathematical functions and their derivatives. 1:35:02 The video discusses a free mock test series for JE Advance exams in India, providing a link for registration and emphasizing the importance of practice and preparation. -Importance of mock tests for JE Advance exams in India and the availability of free test series for practice and preparation. -Encouragement for continuous learning, helping each other, and staying positive while preparing for exams.

@wdivyankop 5 ай бұрын

pehle muje laga itna koi kese lik sakta hai fir muje pata chala ki AI SAB KUCH kar sakta hai!

@BlunderOP 8 ай бұрын

13:50 g`x > e^3x hona chahiye na

@amittomar419 8 ай бұрын

sir mne apke bhj se phenoix batch nhi liya or nhi lnga kyunki aap nhi pdha rhe me aapse hi pdhta aarha hn apse hn maths pdne ki adt hogyi hn sir muje vennet lamba sir ne nhi pdhna kyunki sir ek teacher ap hi ho jisse maths pdne ka dil krta hn please sir understand this

@Sruohnayn 8 ай бұрын

vineet sir is too harsh and sometimes disrespecting in one class, he literally gave a girl lifetime trauma because she said she knows answer before solving it that's why i like arvind sir more, simple and caring

@gauthamchowdary 8 ай бұрын

sir at 17:07 the differentiation for p will give us -4 and not +4

@CricketIndia-p7x 8 ай бұрын

Sir your method of teaching is the best, I from last year I am studding from your long detailed one shots which you made a few years back in your old platform, they are so good and made me enjoy math, I got 98% in 11 only because of those, all your strategy, motivation etc video which you made back then are still extremely useful and till date completely relevant Thankyou so much for all that you have done and doing sir #Positivity #ChakDe