LA UNION CULTURAL INSTITUTEGov. Lucero St., San Fernando City, La Union HIGH SCHOOL DEPARTMENTANNUAL WORK PLANMATH 9

FIRST QUARTERS.Y. 2015-2016Unit 1 LOGIC AND LANGUAGE OF GEOMETRYA. StatementsB. Euclid and the Axiomatic MethodC. Points, Lines and Planes and their Relationships D. Segments and RaysE. Angles, Angle Pairs and Perpendicular LinesF. Conditional StatementsG. Reasoning with Properties from AlgebraH. Proving Theorems

Unit 2 LINES IN A PLANEA. Lines, Planes and Transversals B. Properties of Parallel LinesC. Proving Lines ParallelD. Convex PolygonsE. Symmetry and Transformations

Unit 3 TRIANGLESA. Triangles (Parts and Classification)B. Correspondence and CongruenceC. SAS and ASA Congruence PostulatesD. Isosceles Triangle Theorem and SSS Congruence Postulate E. Inequalities in Geometry

Methods of Assessment1. Quizzes: at least 102. Drills3. Performance Tasks4. Seatwork (SW)/Group Work (GW)5. Assignment/Homework (HW)6. Recitation (Rec)7. Notebook (NB)8. Unit Test9. Quarter Examination

III. Policies and Procedures1. Grading Systema. Class Standing- Long TestsQuizzesPerformance tasks - Seatworks Recitation/Homeworksb. Quarterly Examination 2. Make up Tests NO make up will be given for missed quizzes. Make up for missed long tests may be given within one week upon return of the student and presentation of the make-up form signed by the parents. In case the student fails to take the make up within the given period, the corresponding grade in the quarterly examination will serve as the grade for the missed long test. 3. Requirements 1. Textbook2. Notebook3. Ruler, Protractor, Compass

SECOND QUARTERS.Y. 2015-2016

Unit 3: TRIANGLESA. Isosceles Triangle Theorem B. Inequalities in Geometry

Unit 4: QUADRILATERALSA. Quadrilaterals (Definition and Classification)B. Parallelogram as Special QuadrilateralC. Sufficient Conditions that Make a Parallelogram D. Rectangle, Square and RhombusE. Trapezoid

Unit 5: SIMILARITYA. Ratio and ProportionB. Similar TrianglesC. SAS and SSS Similarity TheoremsD. Proportional Segments and Similar Triangles E. Similar PolygonsF. Right Triangle SimilarityG. The Pythagorean TheoremH. Special Right Triangles

Unit 6: CIRCLESA. Segments and ChordsB. TangentsC. Arcs, Central Angles and Inscribed Angles D. Other Angle Relationships in CirclesE. Segment Lengths in Circles

Methods of Assessment1. Quizzes: at least 82. Drills3. Performance Tasks4. Seatwork (SW)/Group Work (GW)5. Assignment/Homework (HW)6. Recitation (Rec)7. Notebook (NB)8. Unit Test9. Quarter Examination

THIRD QUARTERS.Y. 2015-2016Unit 6: CIRCLESA. Other Angle Relationships in Circles B. Segment Lengths in Circles

Unit 7: AREASA. Areas of PolygonsB. Circumference and Area of Circles C. Ratios of Areas

Unit 8: SURFACE AREA AND VOLUMESA. Prisms and PyramidsB. Cylinders and ConesC. Spheres

II. Methods of Assessment1. Quizzes: at least 82. Drills3. Performance Tasks4. Seatwork (SW)/Group Work (GW)5. Assignment/Homework (HW)6. Recitation (Rec)7. Notebook (NB)8. Unit Test9. Quarter Examination 10. Projects

FOURTH QUARTERS.Y. 2015-2016Unit 7: Rational Exponents and Radical ExpressionsA. Converting Rational Exponents to Radical Expressions and Vice VersaB. Simplifying Radical ExpressionsC. Adding and Subtracting Radical ExpressionsD. Multiplying and Dividing Radical ExpressionsE. Solving Equations with Radical Expressions

Unit 8: Quadratic EquationsA. Solving Quadratic Equations by Factoring (Zero Factor Property)B. Solving Quadratic Equations by Using Square Root PropertyC. Solving Quadratic Equations by Completing the SquareD. Solving Quadratic Equations by Using the Quadratic FormulaE. Discriminants and Equations that can be Written in Quadratic FormF. The Parabola: Graph of Quadratic EquationsG. Learning Module: Quadratic Equations

II. Methods of Assessment1. Quizzes: at least 5-62. Drills3. Performance Tasks4. Seatwork (SW)/Group Work (GW)5. Assignment/Homework (HW)6. Recitation (Rec)7. Notebook (NB)8. Unit Test9. Quarter Examination 10. Projects

1La Union Cultural InstituteMathematics 9S.Y. 2015-2016