Math I (Mormino)

3825 Wisconsin Ave. NW
Washington, DC 20016

Proof-writing reference document

Optional review sessions:

-(Mr. Mormino) Monday, January 13, 1:00-3:00pm in Room 234

-(Ms. Black) Tuesday, January 14, 9:00-10:30am in TBD

Exam topic list:

Linear equations
-Slope intercept, standard, and point-slope forms
-Parallel and perpendicular lines
-Midpoint formula

Quadratic equations
-Solving by factoring, completing the square, and quadratic formula
-Distance formula
-Equations for circles

Coordinate geometry proofs
-Creating diagrams representative of particular figures
-Completing proofs with representative diagrams

Chapter 5
-Congruent triangles
-Related proof-writing

Chapter 6
-Indirect proof (proofs by contradiction, controposition)
-Making theorems out of ASA and SSS from Chapter 5

Chapter 7
-Inequalities
-Related proof-writing

Chapter 9
-Parallel lines
-Special quadrilaterals (e.g. parallelogram, trapezoid, rhombus, etc.)
-Related proof-writing

Theorem proofs
-You should be able to prove all theorems colored in black on the reference sheet
-Though you aren't responsible for their proofs, you obviously need to know all the theorems colored in maroon well