LECTURE NOTES BY TOPIC

1.  Matrix Algebra 
2. Derivatives: First 5 Rules   
3. The Chain Rule  
4. One Variable Optimization (Short)
5. One Variable Optimization (long)   
6. Application: Production and Costs: deriving MC and AC from total cost, and MP and AP from productin function.
7. Natural Log, e, differentials, and Implicit differentiation notes 
8. Full Notes on Natural Log and e (with optimal timing)  
9. More on differentials 
10.  Partial Derivatives
11. Partial Derivative and Implicit Function Theorem 
12. Two Variable Optimization
13. Two Variable Optimization with Economic Applications
14. Constrained Optimization
15. Examples and Applications of Lagrange
16. Application of Utility max: Hicks versus Marshall
17. Lagrange with multiple constraints (Kuhn-Tucker)  
18. Notes on Utility Maximization 

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