JEE Advanced 2023 | AOD PYQ | Maths
Автор: Amit Rathore
Загружено: 2026-02-12
Просмотров: 104
Описание:
For xϵR,let tan^(-1)(x)ϵ((-π)/2,(-π)/2). Then the minimum value of the function f:R→R defined by f(x)=∫_0^(x tan^(-1)x)▒〖 e^((t-cost ) )/(1+t^2023 )〗 dt is
In this video, we solve a JEE Advanced 2023 Mathematics PYQ based on
Application of Derivatives (AOD) and Definite Integration
This is a very important PYQ combining:
• AOD minimum value concept
• Variable limit integration
• Function analysis for JEE Advanced
📌 If you are preparing for JEE Advanced 2025/2026, this question is a must-do.
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👨🏫 About the channel
IIT-JEE Mathematics by AMT Sir
IIT Madras Alumnus | Senior Faculty (Kota)
Expert mentorship for JEE Advanced Maths PYQs.
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⏱ Chapters
0:00 Question
0:25 Concept idea
2:00 Differentiation approach
4:30 Minimum value
6:00 Final answer + exam tips
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