Download Geometry Final Exam Overview 1st Semester

Geometry Final Exam Overview 1st Semester
The Geometry Final Exam for 1st Semester will be on Wednesday, Jan. 30 (Blue Day)
and Thursday, Jan 31 (Orange Day). It is your responsibility to be present and take
the final exam. You may use one sheet (81/2 inches x 11 inches) of notes that you
have prepared in advance on the final. They will be turned in with your final exam. The
final will cover the material the class has covered from the following chapters in the
textbook plus supplemental materials: Chapter 1 (Sections 1,2,3,4,6); Chapter 2
(Sections 1 through 7); Chapter 3 (Sections 1 through 4, 6); Chapter 4 (Sections 1
through 6, 8); Chapter 5 (Section 7). The final exam will consist of 56 multiple choice
problems mainly in the following areas:
Point, Line, Ray, Line Segment, Plane, Segment Addition Postulate
Distance, Midpoint, Slope
Basic Angles (acute, obtuse, right)
Lines, parallel, perpendicular, skew
Angle Pairs (Corresponding Angles, Same Side & Alternate Interior Angles,
Alternate Exterior <s)
Conditional Statements, Inverse, Converse, Contrapositive
Bi-conditional Statements
Angle Addition Postulate
Transversal, angles, and proving lines parallel
Triangles (Classification by angles & sides, Equilateral & Isosceles Triangles)
CPCTC (Corresponding Parts of Congruent Triangles are Congruent)
Things you can and cannot assume about a picture
Measurement with ruler and protractor
Definitions and symbols you need to know: Point, Line, Line segment, Ray, Plane,
Coplanar, Non-coplanar, Non-collinear, Midpoint, Bisector, Postulate, Theorem, Angle,
Parallel lines, Perpendicular lines, Skew lines, Transversal, Inductive Reasoning,
Deductive Reasoning, Converse, Inverse, Contra positive, Bi-conditional Statement,
Law of Detachment, Law of Syllogism, Angle Bisector, Complementary Angles,
Supplementary Angles, Vertical Angles, Adjacent, Congruent, Triangle, Midpoint,
Distance, Perpendicular Bisector, Slope, Acute, Right, Obtuse, Scalene, Isosceles,
Equilateral, Equiangular, Vertices, Concurrency.
Equations/Postulates/Theorems you need to know: Distance Formula, Midpoint
Formula, Slope (formula), Point-Slope form (formula), Slope-Intercept form (formula),
Angle Addition Postulate, Slope Formula, Segment Addition Postulate, Pythagorean
Theorem, SSS, SAS, ASA, AAS, HL Triangle Congruence Postulates & Theorems,
Exterior Angles Theorem
Study, don’t panic. You know the material, just review.