Terms to Define:  similar, congruent, circle, congruent segments*, congruent angles*, congruent circles, congruent triangles*, perpendicular bisector of a segment, altitude of a triangle.
 *Define by words and also by symbols.

Terms of which to have a working knowledge:  arc, center of an arc, minor arc, major arc, semicircle, included angle.

Compass & Straightedge Constructions:
1. Construct a circle given its radius.
2. Construct a segment congruent to a given segment.
3. Construct a triangle given three sides. (SSS)
4. Construct a triangle congruent to a given triangle using three sides.(SSS)
5. Construct an angle congruent to a given angle. (Copying an angle.)
6. Construct the perpendicular bisector of a segment.
7. Construct a triangle given two sides and the included angle.(SAS)
8. Construct a triangle congruent to a given triangle using two sides and the included angle.(SAS)

Properties & Theorems:
 SSS
 Triangle Inequality
 SAS
ASA, AAS

Know how to construct an angle bisector.  Know what the median of a triangle is.

Similar Triangles and Similar Figures

Midsegment Theorem, AA Property, corresponding angles, Properties of Proportion, scale factor

Trigonometry Ratios via Similarity

Hypotenuse, sine, cosine, tangent

Textbook Assignments:

Section 11.1, p. 745:  1, 2, 5 - 8, 16, 21 - 23, 28 - 33, 35

Section 11.2, p. 769:  2, 5, 10, 36 - 40

Section 11.3, p. 793:  3, 4, 6 - 10, 27 - 29