Name: Balaji Advanced Problems in Calculus For JEE Mains & Advanced
Brand: Disha Publication
Price: 425 INR
Availability: InStock

Balaji Advanced Problems in Calculus For JEE Mains & Advanced

by Madhurima

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23 Customer Review

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Q1

Does this book cover both JEE Main and Advanced level problems?

A1

Yes. Each chapter has graded problems ranging from JEE Main to Advanced, including single-correct, multiple-correct, and numerical type questions.
Q2

Are fully solved solutions provided for all difficult problems?

A2

Yes. Step-by-step solutions are included for complex problems, emphasizing shortcuts and alternate methods for faster calculation.
Q3

Is there a separate chapter on Area Under the Curve?

A3

Yes, Chapter 9 is exclusively dedicated to Area Under the Curve, covering standard curves, modulus functions, and region-based problems.
Q4

Does the book include problems on Inverse Trigonometric Functions?

A4

Yes. Chapter 2 covers Inverse Trigonometric Functions, focusing on domain, range, and composite function problems.
Q5

Are problems on both Indefinite and Definite Integration in one chapter?

A5

Yes. Chapter 8 combines Indefinite and Definite Integration to show connections between antiderivatives, limits of sums, and properties.
Q6

Does it contain problems on Differential Equations with physical applications?

A6

Yes. Chapter 10 includes variable separable, homogeneous, linear DEs, and application-based problems like growth/decay and orthogonal trajectories.
Q7

Does it cover Rolle’s and Lagrange’s Mean Value Theorem problems?

A7

Yes. Chapter 7 (Application of Derivatives) includes rigorous problems on LMVT, Rolle’s theorem, monotonicity, and maxima-minima.
Q8

Are problems on continuity and differentiability separately organized?

A8

Yes. Chapter 4 (Continuity) and Chapter 5 (Differentiability) are separate, with problems on removable discontinuity and non-differentiability points.
Q9

Is method of differentiation covered for implicit and parametric forms?

A9

Yes. Chapter 6 includes differentiation of implicit, parametric, logarithmic, and higher-order derivatives with JEE-level complexity.
Q10

Are there problems on limits using L’Hôpital’s rule and series expansion?

A10

Yes. Chapter 3 (Limits) has problems on indeterminate forms, L’Hôpital’s rule, and expansions like Taylor and binomial.

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Have Doubts Regarding This Product ? Ask Your Question

Q1

Does this book cover both JEE Main and Advanced level problems?

A1

Yes. Each chapter has graded problems ranging from JEE Main to Advanced, including single-correct, multiple-correct, and numerical type questions.
Q2

Are fully solved solutions provided for all difficult problems?

A2

Yes. Step-by-step solutions are included for complex problems, emphasizing shortcuts and alternate methods for faster calculation.
Q3

Is there a separate chapter on Area Under the Curve?

A3

Yes, Chapter 9 is exclusively dedicated to Area Under the Curve, covering standard curves, modulus functions, and region-based problems.
Q4

Does the book include problems on Inverse Trigonometric Functions?

A4

Yes. Chapter 2 covers Inverse Trigonometric Functions, focusing on domain, range, and composite function problems.
Q5

Are problems on both Indefinite and Definite Integration in one chapter?

A5

Yes. Chapter 8 combines Indefinite and Definite Integration to show connections between antiderivatives, limits of sums, and properties.
Q6

Does it contain problems on Differential Equations with physical applications?

A6

Yes. Chapter 10 includes variable separable, homogeneous, linear DEs, and application-based problems like growth/decay and orthogonal trajectories.
Q7

Does it cover Rolle’s and Lagrange’s Mean Value Theorem problems?

A7

Yes. Chapter 7 (Application of Derivatives) includes rigorous problems on LMVT, Rolle’s theorem, monotonicity, and maxima-minima.
Q8

Are problems on continuity and differentiability separately organized?

A8

Yes. Chapter 4 (Continuity) and Chapter 5 (Differentiability) are separate, with problems on removable discontinuity and non-differentiability points.
Q9

Is method of differentiation covered for implicit and parametric forms?

A9

Yes. Chapter 6 includes differentiation of implicit, parametric, logarithmic, and higher-order derivatives with JEE-level complexity.
Q10

Are there problems on limits using L’Hôpital’s rule and series expansion?

A10

Yes. Chapter 3 (Limits) has problems on indeterminate forms, L’Hôpital’s rule, and expansions like Taylor and binomial.

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