
Sources 
Comments/Topics 
Lecture 1 
Euclid I.1 
Overview, straightedge and compass 
Lecture 2 
Euclid I.9, I.10 
Bisecting segments and angles 
Lecture 3 
Euclid I.11, I.22 
Segments & perpendiculars 
Lecture 4 
Euclid I.23, I.31 
Triangles, angles 
Lecture 5 
Euclid III.1+17, IV.4+55 
Circles, centers, tangents, triangles 
Midterm I  
Lecture 6, 7  Stillwell Ch. 1 
Euclid's constructions, numbers 
Lecture 8, 9  Stillwell Ch. 2 
Axiomatic systems, areas 
Lecture 10, 11  Stillwell Ch. 2  Proofs 
Lecture 12  Stillwell Ch. 3  The coordinatized plane 
Midterm II  
Lecture 13, 14 
Stillwell Ch. 4 
Vectors and Euclidean spaces 
Lecture 15, 16 
Stillwell Ch. 4 
Vector operations 
Lecture 17, 18  Stillwell Ch. 5  Perspective 
Lecture 19  Stillwell Ch. 6  Projective planes 
Midterm III  
Lecture 20, 21 
Stillwell Ch. 7 
Transformations 
Lecture 22, 23, 24 
Stillwell Ch. 8 
NonEuclidean geometry 
Final Exam  
Lecture 25  Optional student presentations 
Daily homework assignments, daily office hours, lowest midterm score dropped, extra credit for student presentations
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