Mondays Wednesdays
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1
Jan 15 Jan 17
M. L. King Day Sections 1.1-3
(No classes are scheduled) Introduction to Geometry:
Postulates and Propositions
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2
Jan 22 Jan 24
Sections 1.4-5 Sections 1.6-7
Postulates for
Finite Geometries
Important Examples
of Finite Geometries
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3
Jan 29 Jan 31
Sections 4.1-2 Sections 4.2-3
Postulates for
Euclidean Geometry
Propositions Involving
Circles and Triangles
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4
Feb 5 Feb 7
Sections 4.3-4 Sections 4.4-5
Post-Classical Results
from Euclidean Geometry
The Nine-Point Circle
and other modern results
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5
Feb 12 Feb 14
Sections 5.1-2 Sections 5.3-4
Constructions using
Compass and Straightedge
Constructible versus
Non-constructible Numbers
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6
Feb 19 Feb 21
Other Methods of Construction Test # 1
Review for Test # 1 Chapters One, Four, Five
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7
Feb 26 Feb 28
Sections 2.1-2 Sections 2.3-4
Geometric Transformations
(Rigid Motions)
Vector-Matrix Equations for
Isometries in the Plane
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8
March 5 March 7
Spring Break Spring Break
(No classes are scheduled) (No classes are scheduled)
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9
March 12 March 14
Sections 2.6-7 Section 2.8
The Fundamental Theorem
of Plane Geometry
Similarity Transformations
(Homothety)
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10
March 19 March 21
Sections 6.1-2 Sections 6.3-4
Equations for
Inversion About a Circle
Analysis and Applications
of Inversion
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11
March 26 March 28
Sections 9.1-2 Sections 9.2-3
The History of
Non-Euclidean Geometries
Hyperbolic Geometry
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12
April 2 April 4
(from Pre-Calculus) (from Pre-Calculus)
Conic Sections Rotation of
Coordinate Axes
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13
April 9 April 11
The Geometry of Space Test # 2
Review for Test # 2 Chapters Two, Six, Nine
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14
April 16 April 18
Sections 7.1-3 Sections 7.4-5
Introduction to
Projective Geometry
Harmonic Sets and
Projective Transformations
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15
April 23 April 25
Finish Chapter Seven Review Tests 1 and 2
The Fundamental Theorem
of Projective Geometry
 
Final Exam: TBA