Final Exam Layout

1
Final Exam Layout

• 100 points
• 30 multiple choice (1 pt each)
• 16 written
• Some have part a and b
• 1-6 points per part
• 1 proof (6 points)

2
Reference Sheet

• May have 1 sheet of notebook paper
• May use ONE side only
• Must be in your own handwriting
• Will be checked on the day of the final
• Will be collected with your final
• NO formulas will be provided for you, so you must
  write what you need on your reference sheet

3
Books

• All review is done using packet
• Books are good reference for review
• Book 1 and Book 2 will be collected the last two
  day of classes (5/29/13 and 5/30/13) OR the day
  of the final
• If you do not turn your book in by the day of
  your final, you will be billed for the price of
  the text book(s)

4
Final exam review worksheets

• Each worksheet is 5 points checked for
  completeness
• You will work ALONE to start each worksheet!
• Try to complete the worksheet first by memory,
  skipping anything you dont know
• Go back through old notes, homework, etc.
  reviewing topics you dont remember
• Work on your reference sheet as you go!
• If you finish the review worksheet before it is
  due, rework old problems (especially from chapter
  tests!)
• Each worksheet will be chunked by 1 or 2 chapters

5
Final exam review packet

• All concepts are covered
• Problems are NOT identical, but similar!
• Remember to work on your reference sheet as you go

6
Final Exam Topics

• Area of polygons and circles
• Supplementary, vertical, corresponding, alternate
  interior, and exterior angles
• Triangle Congruence Properties
• Quadrilateral Properties
• If, then statements and converse statements
• Parallel lines and equations
• Perpendicular lines and equations
• Rules for exponents
• Factoring
• Triangle Inequality Theorem
• rr2r3 Theorem
• Sum of the interior and exterior angles of a
  Polygon

• Special Right Triangles
• Law of Sines
• Law of Cosines
• Linear Equation Graphs
• Central Angles, and inscribed angles
• Solve system of equations (elimination or
  substitution)
• Volume and Surface area of a prisms and pyramids
• Right Triangle Trig Functions and Inverse Trig
  Functions
• Pythagorean Theorem and Mid point Formula
• Similar Triangles and Solving Proportions
• Spinner probabilities
• Proofs