Timeline

Timeline

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	Monday	Wednesday	Friday	Week
September	19 No class	9 Introduction, Vectors	11 Basic vector operations and properties, dot products	1
	14 Projections, Determinants	16 Cross Products, Parametric equations of lines, planes	18 Planes	2
	21 Quadric Surfaces	23 Cylindrical and Spherical Coordinates	25 Vector Valued Functions, Differentiation	3
October	28 Arc Length	30 Tangent, Normal, Binormal Vectors	2 Midterm 1	4
	5 Curvature; Motion Along a Curve	7 Multivariate Functions	9 Limits and Continuity	5
	12 Holiday	14 Partial Derivatives	16 Differentiability; Linear Approximation	6
	19 The Chain Rule	21 The Chain Rule	23 Directional Derivatives and Gradients	7
	26 Tangent Planes and Normal Vectors	28 Maxima and Minima of Functions of Two Var.	30 Lagrange Multipliers	8
November	2 Double Integrals Over Rectangular Domains	4 Midterm 2	6 Double Integrals Over General Domains	9
	9 Polar Coordinates	11 Surface Area; Parametric Surfaces	13 Triple Integrals	10
	16 Triple Integrals in Cylindrical and Spherical Coordinates	18 Change of Variables (1) (2); Jacobians;	20 Vector Fields	11
	23 Div and Curl	25 Line Integrals (1) (2);	27 Holiday	12
December	30 Path Independence; Conservative Vector Fields	2 Green's Theorem	4 Surface Integrals; Flux	13
	7 Divergence Theorem	9 Stokes' Theorem	11 No class	14
	Tuesday, Decemeber 15, 2008, 2-5 pm, at MacMillan 117 FINAL EXAM