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Federal Board > 12th > Math (Total Videos: 635)

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Chapter 3: Integration (91 videos)
3.1: Introduction
  1. Antidifferentiation and Indefinite Integral DEMO
  2. Differentials of Variables
  3. Integral Language and Notation
  4. Difference between Delta y and dy
  5. Problem1-Difference between Delta y and dy
3.2: Integration as Anti-Derivative
  1. Theorems on Anti-derivative DEMO
  2. Problem1-Theorems on Anti-derivative
  3. Problem2-Theorems on Anti-derivative
  4. Problem3-Theorems on Anti-derivative
  5. Problem4-Theorems on Anti-derivative
  6. To Integrate x Raise to Power n
  7. Problem1-To Integrate x Raise to Power n
  8. To Integrate Sine Functions
  9. To Integrate Cosine Functions
  10. To Integrate Secant Squared Fucntions
  11. To Integrate secx.tanx
  12. To Integrate Cosecant.Cotangent Functions
  13. Integrating Exponential Functions
  14. To Integrate 1 by x
  15. To Integrate Tangent Functions
  16. To Integrate Cotangent Functions
  17. To Integrate Cosecant Functions
  18. Integrating Power Functions with Given Derivatives
  19. More on Integrating Power Functions with Given Derivatives
3.3: Integration By Method of Substitution
  1. Integration by Substitution
3.4: Some Useful Substitutions
  1. Some Useful Substitutions in Integration DEMO
  2. More on Some Useful Substitions in Integration
  3. Some More Useful Substitions in Integration
  4. Problem-Integration by Useful Substitution
  5. Problem2-Some More Useful Substitions in Integration
  6. Prolem3-Some More Useful Substitions in Integration
  7. Prolem4-Some More Useful Substitions in Integration
  8. Prolem5-Some More Useful Substitions in Integration
3.5: Integration By Parts
  1. Integration by Parts DEMO
  2. More on Integration by Parts
  3. Problem1-Integration by Parts
  4. Problem2-Integration by Parts
  5. Problem2b-Integration by Parts
  6. Integration by Parts of Trigonometric Functions
  7. More on Integration by Parts of Trigonometric Functions
3.6: Integration Involving Partial Fractions
  1. Integrating Partial Fractions with Non-repeated Factors DEMO
  2. Problem1-Integrating Partial Fractions with Non-repeated Factors
  3. Problem1a-Integrating Partial Fractions with Non-repeated Factors
  4. More on Integrating Partial Fractions with Non-repeated Factors
  5. Integrating Partial Fractions with Non-repeated Linear Factors
  6. Problem1-Integrating Partial Fractions with Non-repeated Linear Facto
  7. Problem1a-Integrating Partial Fractions with Non-repeated Linear Fact
  8. More on Integrating Partial Fractions with Non-repeated Factors
  9. Integrating Partial Fractions with Non-Repeated Quadratic Factors
  10. Problem1-Integrating Partial Fractions with Non-Repeated Quadratic Fa
  11. Problem1a-Integrating Partial Fractions with Non-Repeated Quadratic F
  12. More on Integrating Partial Fractions with Non-Repeated Quadratic Fac
  13. Further to Integrating Partial Fractions with Non-Repeated Quadratic
3.7: The Definite Integrals
  1. The Definite Integral DEMO
  2. Problem1-The Definite Integral
  3. Problem2-The Definite Integral
  4. Problem2a-The Definite Integral
  5. Area Under the Curve
  6. Problem1-Area Under the Curve
  7. Problem2-Area Under the Curve
  8. More on Area Under the Curve
  9. Negative Area by Definite Integral
  10. Symmetrical Area by Integration
  11. Area Bounded by Two Curves by Integration
  12. To Deal with Negative and Positive Areas in Integation
  13. Area Bounded by Two Curves Above and Below x-axis
3.8: Applications of Definite Integrals
  1. Application of Definite Integral DEMO
  2. More on Application of Definite Integral
  3. Problem1-Application of Definite Integral
  4. Problem2-Application of Definite Integral
  5. Problem2a-Application of Definite Integral
  6. Problem3-Application of Definite Integral
  7. Problem3a-Application of Definite Integral
3.9: Differential Equations
  1. Introduction to Differential Equation DEMO
  2. More on Introduction to Differential Equation
  3. Classification of Differential Equation
  4. More on Classification of Differnetial Equation
  5. Solving First Order Differential Equation
  6. More on Solving First Order Differential Equation
  7. Problem1-Solving First Order Differential Equation
  8. Problem2-Solving First Order Differential Equation
  9. Solving First Order Differential Equation by Initial Conditions
  10. P1-Solving First Order Differential Equation by Initial Conditions
  11. P2-Solving First Order Differential Equation by Initial Conditions
  12. P3-Solving First Order Differential Equation by Initial Conditions
  13. Homogeneous Differential Equation
  14. Differential Equation Reducible to Homogeneous Differential Equation
  15. Differential Equation of Orthogonal Trajectories
  16. More on Differential Equation of Orthogonal Trajectories
  17. Application of Differential Equations
  18. More on Application of Differential Equations
 

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