MATH 2110.002								Spring 2010
Calculus III								Dwiggins
	MONDAY		WEDNESDAY		THURSDAY		FRIDAY
Week # 1					Jan 14		Jan 15
					§ 12.1	3-D Coordinate	§ 12.2	Vectors and
						Systems		Analytic Geometry
Week # 2	Jan 18	KING DAY	Jan 20		Jan 21		Jan 22
			§ 12.3	The Inner Product	§ 12.4	The Cross Product	§ 12.5	3-D Equations for
				(Dot Product)		and other		Lines and Planes
						vector products
Week # 3	Jan 25	HW # 1 Due	Jan 27		Jan 28		Jan 29	TEST # 1
	§ 12.5	3-D Curves	§ 12.6	Quadric
		and Surfaces		Surfaces		REVIEW		§§ 12.1–12.5
Week # 4	Feb 1		Feb 3		Feb 4		Feb 5
	§§ 13.1	Vector-Valued	§ 13.2	Vector-Valued	§ 13.3	Arclength and	§ 13.4	Velocity
		Functions		Derivatives		Curvature		and Acceleration
		and Trajectories		and Integrals
Week # 5	Feb 8		Feb 10	HW # 2 Due	Feb 11		Feb 12
	§ 13.4	Determining the	§§ 14.1-2	Multivariate	§ 14.2-3	Partial
		Plane of Motion		Functions		Derivatives		REVIEW
		(TNB System)
Week # 6	Feb 15	TEST # 2	Feb 17		Feb 18		Feb 19
			§ 14.4	Tangent Planes	§ 14.5	Multivariate	§ 14.6	The Gradient Vector
		§§ 12.6–14.2		and Multivariate		Chain Rules		and Directional
				Approximation				Derivatives
Week # 7	Feb 22	HW # 3 Due	Feb 24		Feb 25		Feb 26
	§ 14.7	Multivariate	§§ 14.7-8	Optimization	§ 14.8	Lagrange	§§ 15.1-2	Double
		Optimization		with Constraints		Multipliers		Integrals
		Problems
Week # 8	Mar 1	HW # 4 Due	Mar 3		Mar 4	TEST # 3	Mar 5	Physics Application
	§§ 15.2-3	Changing the						Kepler's
		Order of		REVIEW		§§ 14.3–14.8		Laws
		Integration
	Test # 3 = MIDTERM EXAM  ---  March 8-14 = SPRING BREAK
MATH 2110.002								Spring 2010
Calculus III								Dwiggins
	MONDAY		WEDNESDAY		THURSDAY		FRIDAY
Week # 9	Mar 15		Mar 17		Mar 18		Mar 19
	§ 15.9	Coordinate	§ 15.4	Integration with	§ 15.5	Moments and	§ 15.6	Triple
		Transformations:		Polar Coordinates		Centroids		Integrals
		the Jacobian
Week # 10	Mar 22	HW # 5 Due	Mar 24		Mar 25		Mar 26
	§ 15.7	Cylindrical	§§ 15.7-8	Spherical	§§ 15.7-8	3-D Centroids	§ 16.1	Vector
		Coordinates		Coordinates		and Moments		Fields
						of Inertia
Week # 11	Mar 29	HW # 6 Due	Mar 31		Apr 1	TEST # 4	Apr 2
	§ 16.2	Contours and					§ 16.5	Vector
		Line Integrals		REVIEW		§§ 15.1–15.9		Operators
Week # 12	Apr 5		Apr 7		Apr 8		Apr 9
	§ 16.5	Curl and	§ 16.3	Potential Functions	§ 16.4	Green's	§ 16.6	Parametric
		Divergence		and the Fundamental		Theorem		Surfaces
				Theorem of Calculus
Week # 13	Apr 12	HW # 7 Due	Apr 14		Apr 15		Apr 16
	§ 16.7	Surface	§ 16.8	Variatons of	§ 16.8	Stokes's	§ 16.9	The Divergence
		Integrals		Green's Theorem		Theorem		Theorem
Week # 14	Apr 19	HW # 8 Due	Apr 21		Apr 22	TEST # 5	Apr 23	Physics Application
	§§ 16.8-9	Flux and						Maxwell's
		Flux Densities		REVIEW		§§ 16.1–16.9		Equations
Week # 15	Apr 26		Apr 28		Apr 29	STUDY DAY	Monday, May 3, 8:00-10:00 a.m.
		REVIEW		REVIEW			FINAL EXAM
		Tests 1-3		Tests 3-5			Wednesday, May 5, noonish
							GRADES POSTED
		(To print this schedule, first set printer to Landscape mode – you might also have to adjust the margins)
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