Calculus PPT PDF NOTES

Calculus Lecture Notes

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 Gold Notes 

0. Mathematical Sign Language
1. Induction
2. Polynomials and Rational Functions
3. The Mean Value Theorem for Rational Functions
4. Approximation of Rational Functions
5. Solving Polynomial Equations
6. Asymptotic Behaviour of Rational Functions
7. Taylor Approximation
8. Complex Numbers
9. Gold Problems
10. 
    

 Redbook Notes 

0. Review Notes
1. Functions
2. Limits and Continuity
3. Techniques of Differentiation
4. Related Rates
5. Rolle's Theorem, the Mean Value Theorem, and L'Hopital's Rule
6. Graph Sketching
7. Estimating Functions
8. Applications of Maxima and Minima
9. Newton's Method
10. The Definite Integral
11. Techniques of Integration
12. Applications of the Definite Integral
13. Numerical Integration
14. Taylor's Theorem
15. Differential Equations
16. 
    

 Old Tests and Exams

• 1994/95 Term Test I
• 1994/95 Term Test II
• 1994/95 Final Exam
• 1995/96 Term Test I
• 1995/96 Term Test II
• 1995/96 Final Exam
• 1996/97 Term Test I
• 1996/97 Term Test II
• 1996/97 Final Exam
• 1997/98 Term Test I
• 1997/98 Term Test II
• 1997/98 Final Exam
• 1998/99 Term Test I
• 1998/99 Term Test II
• 1998/99 Final Exam
• 1999/2000 Term Test I
• 1999/2000 Term Test II
• 1999/2000 Final Exam
• 2000/2001 Term Test I
• 2000/2001 Term Test II
• 2000/2001 Final Exam
• 2001/2002 Term Test I
• 2001/2002 Term Test II
• 2001/2002 Final Exam
• 2002/2003 Term Test I
• 2002/2003 Term Test II