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← JEE Advanced PYQ
Continuity and Differentiability
JEE Advanced · Mathematics · 31 past questions
Topic
Differentiation techniques and derivatives of special functions
3
Limits and local behaviour at a point
1
Continuity and its consequences
0
Convexity, second derivative and mean value arguments
0
Differentiability at a point from limits and oscillating functions
0
Differentiability of piecewise and modulus functions
0
Product and composite functions: differentiability and continuity rules
0
Level
Easy
0
Moderate
4
Tough
0
Year
2026
0
2025
1
2024
1
2023
2
2020
2
2019
1
2018
0
2017
1
2016
3
2015
1
2014
1
2012
2
2011
2
2009
1
2008
4
4 of 31 ·
show all
Q28
2008 Paper 1
Let $g(x) = \dfrac{(x-1)^n}{\log\cos^m(x-1)}$; $0 < x < 2$, $m$ and $n$ are integers, $m \neq 0$, $n > 0$…
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Q29
2008 Paper 1
Paragraph for Question Nos. 18 to 20…
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Q30
2008 Paper 2
Paragraph for Question Nos. 14 to 16…
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Q31
2008 Paper 2
Paragraph for Question Nos. 14 to 16…
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