A differential equation is an equation that involves independent and dependent variables and the derivatives of the dependent variables. Examples:  (1)         (2)      

The order of a differential equation is the order of the highest order derivative or differential appearing in the equation.

The degree of a differential equation is the degree of the highest order derivative when differential coefficients are made free from radicals and fractions.

Differential Equations (1991 to 2005) 1 Differential Equations (1991 to 2005) 2 Differential Equations (1991 to 2005) 3

ISC              Class 12                   Mathematics Previous Years Board Questions Solutions of Previous years Board Questions Inverse Trigonometric Functions (2000 to 2020) Inverse Trigonometric Functions (2000 to 2020) Matrices (2000 to 2020) Matrices (2000 to 2020) Determinants (2000 to 2020) Determinants (2000 to 2020) Differentiation (2000 to 2020) Differentiation (2000 to 2020) Rolle’s Theorem and Lagrange’s Mean Value Theorem (1998 to 2020) Rolle’s Theorem and Lagrange’s Mean Value Theorems (1998 to 2020) Maxima and Minima (2000 to 2020) Maxima and Minima (2000 to 2020) Integration (1990 – 2011) Integration (1990 – 2011) Integration (2012 to 2020) Integration (2012 to 2020) Differential Equations (1991 to 2005) Differential Equations (1991 to 2005) Differential Equations (2006 to 2020) Differential Equations (2006 to 2020) Probability (Addition and Multiplication Theorem-Conditional Probability) (1993 to 2020) Probability (Addition and Multiplication Theorem, Conditional Probability) (1993 to 2020) Probability (Baye’s Theorem) (2000 to 2019) Probability (Baye’s Theorem) (2000 to 2019) Probability (Probability distribution and Binomial distribution) (1992 to 2020) Probability (Probability distribution and Binomial distribution) (1992 to 2020) Application of Calculus in Commerce and Economics (2005 to 2020) Application of Calculus in Commerce and Economics (2005 to 2020) Linear Programming (2008 to 2020) Linear Programming (2008 to 2020) Linear Regression (2005 to 2020)

Formula             Mathematics Formula and Theorems for Class X Class XI Formula Trigonometry Inverse Trigonometric Functions – Class 12   Differentiation and Limits for Class 11 and 12   Integration for Class 11 and 12    Linear Regression – Class 12- ISC

MCQ              Class 12         Mathematics Relations and Functions Inverse Trigonometric Functions Matrices Determinants Continuity and Differentiability Tangents and Normals Maxima and Minima Increasing and Decreasing Functions Application of Calculus in Commerce and Economics (Set I) Application of Calculus in Commerce and Economics (Set II) Integration MCQs (Set 1)  Integration MCQs (Set 2) Specimen Paper for Semester 1 – 2021 – ISC – Class XII Mathematics Linear Regression

ISC   –   Class 12  –  Mathematics  –  Sem 2  –  2022  – Sample Paper                             Sample Paper 1                             Sample Paper 2

ISC – Class 12 –  Mathematics – Sem 1 – 2021 – Sample Paper                          Specimen Paper

ISC- Class 12 – Mathematics – Sem 2 – 2022 – Chapterwise Questions                       Differential Equations

ISC / ICSE  Board Paper ISC  – Class 12 – 2020 – Mathematics Question Paper ISC –  Class 12 – 2019 –  Mathematics Question Paper ICSE – Class 10 – 2020- Mathematics Question Paper  ICSE – Class 10 – 2019 – Mathematics Question Paper ICSE – Class 10 – 2018 – Mathematics Question Paper ICSE – Class 10 – 2019 – Physics Question Paper ICSE – Class 10 – 2018 – Physics Question Paper  ICSE – Class 10 -2020- Mathematics Question Paper– Solutions

CBSE    Class 12   NCERT Solutions    Mathematics

Inverse Trigonometric Functions

Determinants – Chapter 4

Determinants Chapter 4 Exercise 4.1 and 4.2

Determinants Chapter 4 Exercise 4.3 and 4.4

Determinants – Chapter 4 – Exercise 4.5

Determinants – Chapter 4 – Exercise Miscellaneous

Continuity and Differentiability – Chapter 5

Continuity and Differentiability – Chapter 5 – Exercise 5.2

Continuity and Differentiability – Chapter 5 – Exercise 5.3

Continuity and Differentiability – Chapter 5 – Exercise 5.4

Continuity and Differentiability – Chapter 5 – Exercise 5.5

Continuity and Differentiability – Chapter 5 – Exercise 5.6

Continuity and Differentiability – Chapter 5 – Exercise 5.7

Integrals – Chapter 7

Integrals – Chapter 7 – Exercise 7.1

Integrals – Chapter 7 – Exercise 7.2 – Integration by Substitution

Integrals – Chapter 7 – Exercise 7.3 – Integration using trigonometric identities

Integrals – Chapter 7- Exercise 7.4 – Integrals of some Particular Functions

Integrals – Chapter 7 – Exercise 7.5 – Integration by Partial Fraction

Integrals – Chapter 7 – Exercise 7.6 – Integration by parts

Contents – Tapati’s Classes

 

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