MATH 3581							Univ Memphis
College Geometry	Schedule of Lectures and Exams						Dept Math Sci
Spring 2011							Dwiggins
	MONDAY		WEDNESDAY		FRIDAY
					Jan 14	Read §§ 1.1-5
						Introduction,
						Overview of
						the Course
	Jan 21		Jan 19		Jan 21	Read Chapter 7
			§§ 1.1-3	The Propositional	§§ 1.4-5	Systems of
		KING DAY		Calculus		Postulates
	Jan 24	HW # 1 Due	Jan 26		Jan 28
	§§ 7.1-3	Postulates of	§ 7.4	Euclid's Elements		High School Geometry
		Euclidean		Book I: 1-4		Circles and Triangles
		Geometry				Congruence Theorems
	Jan 31		Feb 2		Feb 4
		Theorems on		Theorems on		Theorems of
		Concyclic Points		Concurrent Lines		Ceva and
		and Inscribed Figures		in a Triangle		Menelaus
	Feb 7	HW # 2 Due	Feb 9		Feb 11
		The Nine-Point		Exercises in
		Circle		Euclidean		REVIEW
				Geometry
	Feb 14	MidTerm Exam # 1	Feb 16		Feb 18
		Part I:	§§ 7.6-7	Geometric		Constructible
		Euclidean		Constructions		Numbers
		Geometry
	Feb 21		Feb 23		Feb 25	Read Chapter 2
		Constructible		Regular Polygons	§§ 1.6-7	Finite
		Angles		and Polyhedra		Geometries
	Feb 28	HW # 3 Due	Mar 2		Mar 4
	§§ 2.1-2	Introduction to	§§ 2.3-4	Geometric Figures	§§ 7.8-11	Modern Results
		Projective		and Duality		from Euclidean
		Geometry				Geometry
	Mar 7		Mar 9		Mar 11
			SPRING BREAK
	Mar 14	HW # 4 Due	Mar 16		Mar 18	Read Chapter 3
	§§ 2.5-6	Perspectivities	§§ 2.6-7	Fundamental	§§ 2.8-9	Complete
		and		Theorem of		Quadrangles
		Projectivities		Projective Geometry
	Mar 21		Mar 23		Mar 25
	§§ 2.10-11	Theorems of	§§ 3.1-3	Harmonic	§§ 3.4-6	Projective
		Desargues		Sets		Postulates of
		and Pappus				Measure
	Mar 28	HW # 5 Due	Mar 31		April 1
	§§ 3.7-8	Projective	§§ 2.12-13	Conic
		Coordinate		Sections		REVIEW
		Systems
	Apr 4	MidTerm Exam # 2	Apr 6		Apr 8	Read Chapter 6
		Part II:	§§ 5.1-3	Affine	§§ 5.4-7	Affine
		Projective		Geometry		Transformations
		Geometry
	Apr 11		Apr 13		Apr 15	Read Chapter 8
	§§ 6.1-2	Geometric	§§ 6.3-4	Matrix Equations		Fundamental
		Transformations		for Rigid		Theorem of
		(Isometries)		Motions		Euclidean Geometry
	Apr 18	HW # 5 Due	Apr 20		Apr 15
		Symmetry	§§ 8.1-2	Noneuclidean	§ 8.3	Hyperbolic
		Groups		Geometries		Geometry
	Apr 25		Apr 27			Final Exam
	§ 8.4	Elliptic				Monday, May 2
		Geometry		REVIEW		10:30 a.m. - 12:30 p.m.
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