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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)

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Presentation on theme: "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)"— Presentation transcript:

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 don’t know Go back through old notes, homework, etc. reviewing topics you don’t 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 r:r 2 :r 3 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


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