Geometry Final Exam Outline & Extra Credit Opportunity
(Note: Refer to all previous exam outlines)
Chapter One

1-1 Patterns and Inductive Reasoning

1-3 Points, Lines, and Planes

1-4 Segments, Rays, Parallel Lines, and Planes

1-5 Measuring Segments

1-6 Measuring Angles

1-8 The Coordinate Plane

1-9 Perimeter, Circumference and Area
Chapter Two

Know the difference between deductive and inductive reasoning

Law of Syllogism

Law of Detachment

Reasoning in Algebra (proofs using properties)
Chapter Three

Know the Properties of Parallel Lines

Know how to prove that lines are Parallel o Know all the postulates and Theorems and the converse

Parallel Lines and the Triangle Angle-Sum Theorem

The Polygon Angles-Sum Theorem o Know how to find an interior & an exterior angle of a polygon
Chapter Four

Congruent figures

SSS/SAS/ASA/AAS postulates & theorems

CPCTC

HL-Theorem
Chapter Six

Classifying Quadrilaterals o Know the special quadrilaterals (parallelogram, rhombus, rectangle, square, kite, trapezoid, isosceles trapezoid)

Properties of Parallelograms

Proving that a Quadrilateral is a Parallelogram

Special Parallelograms

Trapezoids and Kites

Proofs using coordinate plane geometry (trapezoid midsegment theorem)
Memorize the Pythagorean theorem: a
2
+ b
2
= c
2
Create a colorful and creative picture-reference book using all definitions, theorems, postulates, and corollaries in Chapter(1-4,6)
The following must be included:

Cover page (2 points) o Colorful (1 point)

o Creative (including a geometric shape or figure) (1 points)

Table of Content (2 points) o List and page numbers of all content included in your picture reference book

Definitions/Theorems/Postulates/Corollaries (20 points) o Must included accurate definitions/theorems/postulates and corollaries o Must included a picture or example (can be neatly drawn or computer generated)

Bibliography (1 point) o You must site your sources (textbook, internet, dictionary..etc) o Ask your English teacher to provide with some examples of how to write a bibliography.
List of definitions/theorems/postulate/corollaries that are to be included
Chapter Definitions Theorems Postulates
One
Corollary
-Inductive reasoning
-Conjecture
-Counter example
Postulate 1-1
Postulate 1-2
Postulate 1-3
Postulate 1-4
Postulate 1-5
-Point
-Space
-Line
-Collinear
-Plane
-Coplanar
-Postulate
Postulate 1-6
Postulate 1-7
Postulate 1-8
-Axiom
-Segment
-Ray
-Opposite Rays
-Parallel Lines
Skew Lines
-Parallel Lines
-Congruent segments
-Angles
-Acute, right,
Obtuse, and straight angles
-Congruent angles
-Vertical, adjacent,

complementary,
& supplementary angles
-Perpendicular
Lines
-Perpendicular bisector
-Angle bisector
-Distance formula
-Midpoint formula
Chapter Two -Conditional, hypothesis, and conclusion
-Converse
-Biconditional
-Deductive reasoning
-Law of
Detachment
-Law of
Syllogism
-Properties of
Congruence
Chapter Three -Transversal
-Alternate
Interior Angles
-Same-Side interior angles
-Corresponding angles
-Polygon
-Convex
Polygon
-Concave
Polygon
-Equilateral
Polygon
-Equiangular
Polygon
-Regular
Polygon
Vertical Angles theorem
Congruence
Supplements thm.
Congruence-
Complement thm
Thm 2-4
Thm 2-5
-Alternate
Interior Angles
Thm
-Same-Side
Interior angles theorem
-Alternate
Exterior Angles
Thm
-Same Side
Exterior Angles
Theorem
-Converse of the Alternate
Interior Angles
Thm
-Converse of the Same-Side
Interior Angles
-Corresponding
Angles
Postulate
-Converse of the
Corresponding
Angles
Postulate

Chapter Four
Chapter Six
-Congruent
Polygons
-CPCTC
-legs
-base
-vertex angle
-base angles
-hypotenuse
-Parallelogram
-rhombus
-Rectangle
-Square
-Kite
-Trapezoid
-Consecutive angles
-Base angles of a trapezoid
-midsegment of
Thm
-Converse of the Alt.
Exterior Angles
Thm.
-Converse of the Same-Side
Exterior Angles thm.
-Thm 3-9
-Thm 3-10
-Thm 3-11
-Triangle Angle
Sum Thm
-Triangle
Exterior Angle
Thm
-Polygon
Angle-Sum
Thm.
-Polygon Ext.
Angle Sum
Thm.
-
-Theorem 4-1
-AAS Thm
-Isosceles
Triangle Thm
-Converse of
Isosceles
Triangle Thm
-Thm 4-5
-HL-theorem
-Thm 6-1
-Thm 6-2
-Thm 6-3
-Thm 6-4
-Thm 6-5
-Thm 6-6
-Thm 6-7
-Thm 6-8
-Thm 6-9
-Thm 6-10
-Thm 6-11
-SSS Postulate
-SAS Postulate
-ASA Postulate
-Corollary to
Thm4-3
-Corollary to
Thm 4-4

a trapezoid -Thm 6-12
-Thm 6-13
-Thm 6-14
-Thm 6-15
-Thm 6-16
-Thm 6-17
-Trapezoid midsegment
Thm

Tips of success o You can use the same diagram to demonstrate more than one definition, theorem, postulate or corollary where appropriate o Your picture-reference must be neat! You may purchase a report folder or binder. o Your picture/reference book must be neatly hand written or typed out.
Each page must be numbered with the exception of the cover page o This assignment will not be accepted late! No late passes or free passes can be used.