Week 10: Differentiation of trignometric functions, Inverse functions, The Chain Rule, Higher Order Differentiation.
Course Material
- Week 1: Limits, Limit of a function, Left-hand and Right-hand Limits.
- Week 2: Continuity.
- Week 3: Indeterminate forms and L'Hospitals Rule.
- Week 4: Curve Sketching, Rolles Theorem, The Mean Value Theorem.
- Week 5: Real Number Line. Functions and their Graphs.
- Week 6: Solutions of Equations involving Absolute Values, Inequalities.
- Week 7: Derivatives: Definitions, Techniques of Differentiation.
- Week 8: Differentiation of Polynomials, Rational, Exponential, Logrithmetic and Exponential functions.
- Week 9: Mid Term Exam
- Week 10: Differentiation of trignometric functions, Inverse functions, The Chain Rule, Higher Order Differentiation.
- Week 11: Applications of Derivatives, Increasing and Decreasing functions.
- Week 12: Relative extrema and Optimization.
- Week 13: Integration and Definite Integrals.
- Week 14: Techniques of Evaluating Indefinite Integrals.
- Week 15: Integration by Substitution.
- Week 16: Integration by Parts, Change of Variables in Definite Integrals.
- Week 17: Applications of Integrals, Area between the curves. Revision.
- Week 18: Final Term Exam
- Chapters 18
- Department Economics
- Teacher
Bisma Kazmi
