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- 1. YEARLY LESSON PLAN MATHEMATICS FORM THREE 2014 Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach Proses Matematik 1,2 (2) 1. Lines and Angles (II) Students will be taught to: - Identify properties of angles associated with transversals and parallel lines. - Identify properties of angles associate with parallel lines. - Find the value of an angle in associated with parallel lines. - Identify parallel lines, based on the properties of angles associated with transversals. - Solving problems involving angles associated with transversal. Students will be able to: i. Associate transversal and parallel lines with: - Corresponding angles - Alternate angles - Interior angles ii. Associate properties of angles: - Corresponding angles are equal. - Alternate angles are equal. - The interior angles on the same side of transversal are supplementary. - The sum of interior angles is 180° i. Find unknown angles. ii. Determine if two lines are paralleled. CD-ROM, Video INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Lines and Angles Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Lines and Angles Generator EVALUATIONS Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul dan membuat perkaitan 1
- 2. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 3,4 (2) 2. Polygons (II) Students will be taught to: - Determine Regular Polygons. - Determine the axes of symmetry in a polygon. - Sketching / Drawing Regular Polygons. - Constructing an equilateral triangle. Square and a regular hexagon. - Identify interior angles and exterior angles of a polygon. - Determine the size of an exterior angle given the interior angle. - Determine the sum of the interior angle of polygons. - Determine the sum of the exterior angle of a polygon. - Determine the size of the interior angle, exterior angle and the number of sides of a regular polygon. Students will be able to: i. Determine regular polygons having equal sides and all interior angles are equal. ii. Determine all regular polygons having number of axes of symmetry. iii. Determine regular polygons having equal number of sides. i. Construct a polygon. ii. Determine whether polygons are regular or irregular. i. Determine the exterior angle and interior angles of a polygon are supplementary. ii. Find the value of an exterior angle when the interior angle is given. iii. Calculate the value of interior angle of a polygon. i. Find the sum of the exterior angles of a polygon. i. Find the interior angle and exterior angle of a regular polygon when number of sides of polygon is given. ii. Calculate the interior angle of a regular polygon with n sides. Interior angle = (n -2) x 180° n CD-ROM, Video INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Polygons Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Polygons Generator EVALUATIONS Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul, membuat perwakilan dan membuat perkaitan 2
- 3. - Solve problems involving angles and sides of a polygon. iii. Find the exterior angle of a regular polygon. Exterior angle = 360° Number of sides = 360° n = sum of exterior angles number of sides iv. Calculate the number of sides of a regular polygon when the interior angles are given. n = 360° Exterior angle = 360° 180° – interior angle Encourage students to use revision found under Enhancement to revise the basic concept when necessary. Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 5,6,7 (3) 3. Circles (II) Students will be taught to: - Identify properties of circles involving symmetry, chords and arcs. - Identify properties of angles in a circle Students will be able to: i. Determine the diameter of a circle as an axis of symmetry. The properties of chords. ii. Solve problems involving symmetry, chords and arc of circles i. Determine angles subtended by an arc. ii. Determine angles subtended at the circumference by the same arc. iii. Determine angles subtended at the circumference of the centre by arcs of the same length. iv. Determine relationship between angle at the centre and angle at the circumference which are subtended by the same arc. CD-ROM, Video INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul, membuat perwakilan dan membuat perkaitan 3
- 4. - Cyclic Quadrilaterals v. Determine the size of an angle subtended at the circumference in a semicircle. vi. Solve problems involving subtended angles at the centre and circumference. i. Identify cyclic quadrilaterals. ii. Identify the interior opposite angles of cyclic quadrilaterals. iii. Identify the relationship between interior opposite angles of a cyclic quadrilateral. iv. Identify the exterior angle and its corresponding interior opposite angle of a cyclic quadrilateral. v. Identify the relationship between the exterior angles and their corresponding interior opposite angles of a cyclic quadrilateral. vi. Solve problems involving circles. Teachers make use of the Circles Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Circles Generator EVALUATIONS Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 8,9 (2) 4. Statistics (II) Students will be taught to: - Pie Chart. - Mode, Median and Mean. Students will be able to: i. Construct a pie chart. ii. Obtain and interpret information from Pie Charts. iii. Solve problems involving Pie Charts. iv. Determine suitable representation of data. i. Determine the mode for a set of data. ii. Determine the mode and its corresponding frequency from Pictograms, Bar Charts, Line Graphs and Pie Charts. iii. Determine the median for a set of data. CD-ROM, Video INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Berkomunikasi secara matematik, Menyelesaikan Masalah,menaakul, membuat perwakilan dan membuat perkaitan 4
- 5. iv. Determine the median for data in a frequency table. v. Calculate the mean for a set of data. vi. Solve problems involving mode, media and mean. Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Statistics Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Statistics Generator EVALUATIONS Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 10,1 1 (2) 5. Indices Students will be taught to: - Indices. - Simplification of numbers in Index Notation. Students will be able to: i. Express repeated multiplication as an and vice versa. ii. Express numbers in index notation. i. Verify a” x a’ = a “ ‘ ii. Simplify multiplication of Numbers or Algebraic Terms in Index Notation with the Same Base. 32 x 33 = (3 x 3) x (3 x 3 x 3) = 35 iii. Simplify Multiplication of Number or Algebraic Terms expressed in Index CD-ROM, Video INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul, membuat perwakilan dan membuat perkaitan 5
- 6. - Division of Numbers in Indices Form. - Index Expressions Rose to a Power. - Negative Integer Indices. - Fractional Indices. - Calculation that involves Law of Indices. Notation with Different Bases. i. Simplify the division of Numbers or Algebraic Terms expressed in Index Notation with the Same Base. i. Derive (a”)’ = s” ‘. ii. Simplify numbers or algebraic terms expressed in index notation raised to a power. iii. Simplify multiplication and division of numbers and algebraic terms expressed in index notation raised to a power. iv. Perform combined operations involving numbers and algebraic terms. i. Verify a” = " 1 a . ii. State a” as " 1 a and vice versa. iii. Compute combined operation on numbers and Algebraic Terms with Negative Indices. i. Verify a” = “ a , state a” as “ a and vice versa. ii. Find the value of a” iii. Perform combined operations on numbers and algebraic terms involving fractional indices. i. Calculate involving combined operations for several numbers in index notation. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Indices Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Indices Generator EVALUATIONS Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. 6
- 7. ii. Calculate involving combined operations for index expressions with positive, negative and fractional indices. Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 12,1 3 (2) 14,1 5 (2) 6. Algebraic Expressions (III) 7. Algebraic Formula Students will be taught to: - Expanding Brackets. - Factorization. - Addition and Subtraction of Two Algebraic Fractions. - Multiplication and Division of Algebraic Fractions. Students will be taught to: - Recognize Variables and Constants. Students will be able to: i. Expand single brackets. ii. Expand two brackets. i. Find factors of an algebraic term. ii. Find the common factors and Highest Common Factors (HCF) for several Algebraic terms. iii. Factorize of Algebraic Expression. iv. Factorize and simplify Algebraic Fractions. i. Add or subtract Algebraic Fraction with similar denominators. ii. Add or subtract Algebraic Fraction with different denominators. i. Multiply Algebraic Fraction. ii. Divide Algebraic Fraction. Students will be able to: i. Determine if a Quantity is a Variable or Constant. ii. Determine and represent a variable. iii. Determine the possible values of a CD-ROM, Video INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Algebraic Expressions/ Formula Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Algebraic Expressions/ Formula Generator EVALUATIONS Hold Competition in classroom to encourage participation. Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul, membuat perwakilan dan membuat perkaitan 7
- 8. - Recognize Formula. variable. i. Write a formula based on statements and situations. ii. Identify the Subject of a given formula. iii. Express a specified variable as the subject of a formula. iv. Find the value of a variable. v. Solve problems involving formulae. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 16,1 7 (2) 8. Solid Geometry (III) Students will be taught to: - Find the volume of right circular cylinders and right prisms. - Find the volume of right pyramids and right circular cones. Students will be able to: i. Derive the formula for volume of right circular cylinders and prisms. ii. Calculate the volume of a right circular cylinder. iii. Calculate the height of a right circular cylinder. iv. Calculate the radius of the base of a right circular cylinder. v. Calculate the volume of a right prism. vi. Calculate the height of a right prism. vii. Calculate the base area of a right prism. viii. Change units for volume. ix. Solve problems involving volume of right cylinders and right prisms. i. Derive the formula for the volume of right pyramids and cones. ii. Calculate the volume of a right pyramid. iii. Calculate the height of a right pyramid. iv. Calculate the area of the base of a right pyramid. v. Calculate the volume of right cone. CD-ROM, Video INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Solid Geometry / Scale Drawing Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul, membuat perwakilan dan membuat perkaitan 8
- 9. 18 (1) 9. Scale Drawings - Perform the volume of a sphere. - Perform Composite solids Students will be taught to: - Recognize Scale drawings. vi. Calculate the height of a right cone. vii. Calculate the radius of the base of a right cone. viii. Solve problems involving volume of right pyramids and right cones. i. Calculate the volume of a sphere. ii. Calculate the radius of a sphere. iii. Solve problems involving sphere. i. Calculate volume of composite solids. ii. Solve problems involving volume of composite solids. Students will be able to: i. Sketch shapes. ii. Draw geometric shapes according to scale 1: n. iii. Draw composite shapes according to scales. iv. Draw composite shapes according to given scales on grids of different sizes. v. Redraw shapes on grids of different sizes. vi. Solve problems involving scale drawings. provided by the Solid Geometry / Scale Drawing Generator EVALUATIONS Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul dan membuat perkaitan Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 19 (1) 10. Transformations (II) Students will be taught to: - Similarity of shapes. Students will be able to: i. Write similarity of shapes. ii. Calculate the length of unknown sides of two similar shapes. CD-ROM, Video INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul, dan membuat perkaitan 9
- 10. 20 (1) 11. Linear Equations (II) - Enlargement. Students will be taught to: - Recognize Linear Equations in two variables. - Solve Simultaneous Linear Equations in two variables. i. Identify an enlargement. ii. Find the scale factor. iii. Determine the centre of enlargement. iv. Determine the properties of enlargement. v. Calculate the scale factor and length of the sides of an image or object. vi. Determine the relationship between the area of the image and its object. vii. Calculate the area of an image or object and scale factor. viii. Solve problems involving enlargement Students will be able to: i. Identify linear equations in two variables. ii. Derive a linear equation in two variables. iii. Determine the value of a variable. iv. Determine a possible solution for a linear equation in two variables. i. Identify simultaneous linear equations. ii. Solve simultaneous linear equations in two variables. iii. Solve problems involving simultaneous linear equations in two variables. CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Transformations / Linear Equations Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Transformations / Linear Equations Generator EVALUATIONS Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul, membuat perwaklan dan membuat perkaitan Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 21,2 12. Students will be taught to: Students will be able to: CD-ROM, Video Berkomunikasi secara 10
- 11. 2 (2) 23,2 4 (2) Linear Inequalities 13. Graph of Functions - Write inequalities. - Recognize linear inequalities in one unknown. - Perform operations +, –, x and ÷ on a linear inequality. - Identify simultaneous linear inequalities in one variable. Students will be taught to: - Derive Functions. - Derive Graph of Functions. i. Understand relationship of the “greater than” and “less than”. ii. Express the relationship between two numbers. iii. Determine the relationship of “greater than or equal to” and “less than or equal to”. i. Identify linear inequalities. ii. Determine possible solutions for an unknown. iii. Represent a linear equation on a number line and vice versa. iv. Form a linear inequality. i. Add or subtract on a linear inequality. ii. Multiply and divide on a linear inequality. iii. Form linear inequalities. i. Represent the common values of two linear inequalities on a number line. ii. Determine the equivalent inequalities for two linear inequalities. iii. Solve two simultaneous linear inequalities. Students will be able to: i. Understand relationship between two variables. ii. Determine dependent variable and independent variable. iii. Calculate the value of a dependent variable. i. Construct a table of values. INTRODUCTION Play the introduction video from the CD-ROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Linear Inequalities / Graph of Functions Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Linear Inequalities / Graph of Functions Generator EVALUATIONS Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. matematik, Menyelesaikan masalah,menaakul, membuat perwakilan dan membuat perkaitan Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul, membuat perwakilan dan membuat perkaitan 11
- 12. ii. Draw a graph of functions. iii. Determine the values of variables from a graph. iv. Solve problems involving graphs of functions. Week Learning Area Learning Objectives Learning Outcomes Strategy and Approach 25 (1) 26,27 , 28 (3) 14. Ratios, Rates and Proportions (II) 15. Trigonometry Students will be taught to: - Recognize rate. - Recognize speed. - Recognize average speed. - Recognize acceleration. Students will be taught to: - Recognize tangent of an acute Students will be able to: i. Determine rate and the two qualities involved. ii. Calculate rates. iii. Calculate certain qualities. iv. Change units for rates. v. Solve problems involving rates. i. Identify two qualities for speed. ii. Calculate and interpret speed. iii. Calculate distance and time for speed. iv. Change the units of speed. v. Differentiate between uniform speed and non-uniform speed. i. Calculate the average speed. ii. Calculate the distance and the time for average speed. iii. Solve problems involving speed and average speed. i. Identify two qualities for acceleration. ii. Calculate and interpret acceleration. Students will be able to: i. Identify the hypotenuse, opposite side CD-ROM, Video INTRODUCTION Play the introduction video from the CDROM Prompt pupils for more examples from real life CONTENT Use content segment of the CD-ROM to illustrate the basic concept ILLUSTRATION Illustrate students how to perform computations, represent of solving problems. Try with different examples REINFORCEMENT Evaluate segment to further reinforce the concept learnt APPLICATIONS Teachers make use of the Ratios, Rates and Proportions/ Trigonometry Generator fond in the activity segment to pose questions. EXPLORATIONS Encourage students to pose the answers and crosscheck with the answer provided by the Ratios, Rates and Proportions/ Trigonometry Generator EVALUATIONS Berkomunikasi secara matematik, Menyelesaikan masalah,menaakul,m embuat perwakilan dan membuat perkaitan Berkomunikasi secara matematik, 12
- 13. angle in a right-angled triangle. - Recognize sine of an acute angle in a right-angled triangle. - Recognize cosine of an acute angle in a right-angled triangle. - Identify using the values of tangent, sine and cosine to solve problems. and adjacent side. ii. Determine the tangent of an angle. iii. Calculate the tangent of an angle. iv. Calculate the length of sides of a triangle. i. Determine the sine of an angle. ii. Calculate the side of an angle. iii. Calculate the length of sides of a triangle. i. Determine cosine of an angle. ii. Calculate the cosine of an angle. iii. Calculate length of sides of a triangle. i. Calculate the values of other trigonometrically ratios, given the value of one trigonometrically ratio. ii. Change measurement units of angles. iii. Find the values of tangent, sine and cosine of 30°, 45° and 60° without using a scientific calculator. iv. Find the values of tangent, sine and cosine using a scientific calculator. v. Find the angles using a scientific calculator vi. Solve problems involving trigonometrically ratio. Hold Competition in classroom to encourage participation. Use the extension segment of the CD- Rom as an example for students to try the questions. Print out worksheets found under Evaluation for the class to practice. Encourage students to use revision found under Enhancement to revise the basic concept when necessary. Menyelesaikan masalah,menaakul,m embuat perwakilan dan membuat perkaitan 13

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