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Interactive Basic Calculus DVD


Volume 1		(all times are approximate)
Introduction (2:00):		Basic Calculus for Economists
Module 1 (9:00):		Limit of a Sequence; Exercise
Module 2 (19:21):		Limit of a Function; Exercise
Module 3 (17:00):		Difference of a Quotient Function; Exercise
Module 4 (16:30):		Definition of a Derivative Function; Exercise
Module 5 (10:00):		Rules for Obtaining a Derivative Function - Basic; Exercise
Module 6 (8:33):		Rules for Obtaining a Derivative Function - Product Rule; Exercise
Module 7 (6:42):		Rules for Obtaining a Derivative Function - Quotient Rule; Exercise
Module 8 (8:00):		Rules for Obtaining a Derivative Function - Chain Rule; Exercise
Module 9 (11:18):		The Marginal Concept in Economics
Module 10 (7:42):		Finding the Marginal Revenue Function from an Average Revenue Function; Exercise
Module 11 (7:14):		Relationship Between Marginal Cost and Average Cost; Exercise



Volume 2
Module 12 (6:58):		Point Elasticities with One Independent Variable
Module 13(12:26):		Elasticities Applied to Demand Functions; Exercise 1 and Exercise 2
Module 14 (9:50):		Partial Derivatives; Exercise 1 and Exercise 2
Module 15 (11:50):		Ponit Elasticities with Functions of More Than One Independent Variable; Exercise
Module 16 (9:00):		Second Derivatives and Convexity; Exercise
Module 17 (11:07):		Maximization/Minimization of Functions with One Independent Variable; Exercise 1 and Exercise 2
Module 18 (16:12):		Profit and Revenue Maximization; Exercise
Module 19(19:19):		Higher Order Derivatives with Two Independent Variables; Exercise
Module 20 (5:48):		Maximization/Minimization of Functions with Two Independent Variables - Graphic Interpretation
Module 21(13:49):		Maximization/Minimization of Functions with Two Independent Variables; Exercise



Volume 3
Module 22 (4:55):		Base of Natural Logs (e)
Module 23 (10:20):		Logarithms; Exercise
Module 24 (20:15):		Exponential Functions; Exercise
Module 25 (16:35):		Logarithmic Functions; Exercise
Module 26 (17:30):		Discrete Compounding; Exercise
Module 27(13:40)		Continuous Compounding; Exercise
Module 28 (11:10):		Optimal Timing Analysis
Module 29 (11:00):		Homogeneity in Functions; Exercise
Module 30 (15:30):		Homogeneity in Economic Functions; Exercise
Module 31 (15:10):		Euler's Theorem; Exercise
Module 32 (7:05):		Graphing Constrained Optimization
Module 33 (22:30):		Lagrange Multipliers; Exercise
Module 34 (17;40)		From Utility to Demand Functions


	Notes From the Registrar
	Core Exam Schedule
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