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• Week 1: Introduction to techniques of Integration including basic formulas of derivation and integration.
• Week 2: Integration of trigonometric functions, inverse trigonometric functions, hyperbolic functions. 
• Week 3: Integration by substitution of trigonometric functions, algebraic functions 
• Week 4: Integration of rational functions by partial fractions. 
• Week 5: Techniques to solve improper integrals. 
• Week 6: Approximate integration, area under the curves. 
• Week 7: Further applications of definite and indefinite integrals. 
• Week 8: Calculating inverse of a function. Definite and Indefinite Integrals. 
• Week 9: Mid Term Exams. 
• Week 10: Area of surface of revolution. 
• Week 11: Area of surface of revolution.
• Week 12: Calculating arc length. 
• Week 13: Volumes of Surfaces.
• Week 14: Further applications of integrals 
• Week 15: Work. 
• Week 16: Average value of a function. 
• Week 17: Area under the curves.  Revision
• Week 18: Final Term Exam.