Bonus: Given triangle ABC, let M be the midpoint of side AB and N be the midpoint of side AC. A circle is inscribed inside quadrilateral NMBC , tangent to all four sides, and that circle touches MN at point X. The circle inscribed in triangle AMN touches MN at point Y , with Y between X and N. If XY = 1 and BC = 12 , find, with proof, the lengths of the sides AB and AC . **Geometry bonus.doc**

Chapter 2Geometry Jeapordy - Chapter 2.ppt

Chapter 3**Homework solution.doc**

**Geometry Jeapordy - Chapter 3.ppt**

Chapter 4**Geometry Jeapordy - Chapter 4.ppt**

Bonus:Given triangle ABC, let M be the midpoint of side AB and N be the midpoint of side AC. A circle is inscribed inside quadrilateral NMBC , tangent to all four sides, and that circle touches MN at point X. The circle inscribed in triangle AMN touches MN at point Y , with Y between X and N. If XY = 1 and BC = 12 , find, with proof, the lengths of the sides AB and AC .

**Geometry bonus.doc**

Chapter 5**Geometry Jeapordy - Chapter 5.ppt**

Chapter 7**Trigonometry.ppt**

**Geometry Jeapordy - Chapter 7.ppt**

Chapter 10Ch. 10 Review.doc

Chapter 11

Geometry Jeapordy - Chapter 11.ppt

Bonus:

geo problem.doc