Class 12 • High Yield
JEE Advanced Differential Calculus (Continuity, Differentiability & AOD) Previous Year Questions
~3.8 Qs / Year (Paper 1 & 2)•11.2% Historical Weightage
High-Yield Recurring Advanced Concepts
Rolle Theorem, Lagrange Mean Value Theorem (LMVT), and Cauchy MVT Applications
Monotonicity, Points of Inflection, and Curve Concavity Analysis
Maxima and Minima in Multi-Variable Constraint Geometry Problems
Functional Equations solved via Derivatives ($f'(x) = \lim_{h \to 0} \frac{f(x+h)-f(x)}{h}$)
Chapter PYQs (10 Questions)
Live Partial Marking ModeQ42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2025 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2024 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2023 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2022 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2021 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2020 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2019 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2018 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2017 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties:
Q42Paper 1MathematicsNumerical Value TypeTough / Advanced
Application of Derivatives (Maxima & Minima)
Scoring Scheme: +4 Full Marks • 0 Negative Marks
[JEE Advanced 2016 Paper 1 Mathematics Q42] Let the mathematical relation governing Optimization on Parametric Curves with Constraint Geometry in Application of Derivatives (Maxima & Minima) be defined over its maximal domain. Evaluate the mathematical properties: