Method 4/9/2018. Prepared by MSC. Let s Practise p. Quiz and test Complex Numbers. Ex. 1.2 (10) new and abstract 1.2 Surds. E.g

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1 Shatin Tsung Tsin Secondary School S Mathematics Teaching Schedule for C to F 1st term: 6 days (10.5 cycles) nd Term: 87 days (1.5 cycles) Text book: New Progress in Senior Mathematics, CK.Kwun, M.W. Cheung, M.C. Choi, S.W. Chong, Hong Kong Educational Publishing Co. Suggested Pre-lesson work: Read the suggested examples and do the corresponding questions and follow-up exercises Date Learning Unit/ Learning Objective Period Preparation Suggested Homework Evaluation HOT Topics Examples in WS Ex / Weakness /9/018 Chp. 1 P10 Prepared by MSC Imaginary unit of 1/9/018 Real Numbers and 1.1 Real Number System Let s Practise p., Ex. 1.1 (6c) complex number is a Quiz and test Complex Numbers 6 Ex. 1. (10) new and abstract 1. Surds E.g Ex. 1. (19, 0) concept to students. 1. Complex Number System E.g. 1.5, 1.6 Rev Ex 1 (, ) Let s Practise p. 1, 1 1/9/018 Chp P0 Prepared by FKL 15/10/018 Quadratic.1 Quadratic refer to S Final Exam Deriving quadratic equations in One Unknown. Solving Quadratic by Eg..1. Ex.. (6, 1, ) follow-up measures Discuss p.68: (Bk part 1) Taking Square Root or Factor Q(9 5) Eg..5.9 Ex.. (6, 10, 6). Solving Quadratic by Quadratic Formula Eg Ex.. (8, 1, ). The Nature of Roots of Quadratic Eg..1.1 Ex..5(, 10, 1) Ex..6 (8, 1, 0).5 Simple Problems Leading to Eg

2 Date Learning Unit/ Learning Objective Period Preparation Suggested Homework Evaluation HOT Topics Examples in WS Ex / Weakness Quadratic.6 Relations between the Roots and Coefficients of Quadratic 16/10/018 Chp P9 Prepared by CSS Weakness 6/10/018 Functions and Graph.1 Introduction to Functions 1 Eg..1. Ex..1 (8, 16, ) Confuse with the locations of vertices (1) notation f ( x ) Discuss p.15 16: (Bk part 1). Quadratic Functions Eg...10 Ex.. (8,, 7) Poor in handling the Q(5 9). Graphs of Other Functions Eg Ex.. (, 8) method of completing *Rev (8) square 9/10/018 Chp P1 Prepared by CWK Discuss p : 15/11/018 Functions and Q(5 8) Graphs ().1 Solving Inequalities by the Eg..1. Ex..1 (, 6) (Bk part 1) Graphical Eg...7 Ex.. (1, 0, ). Finding the Optimum values of Quadratic Functions by the Algebraic 6 Eg Ex.. (, 6, 1, 18) *Rev (6). Transformation on the Graphs of Functions 16/11/018 Chp 5 P1 Prepared by MSC Weakness Discussp.1 :

3 Date Learning Unit/ Learning Objective Period Preparation Suggested Homework Evaluation HOT Topics Examples in WS Ex / Weakness /1/018 Exponential and 5.1 Rational Indices Eg Ex.5.1 (1c, 16, 18a, Get confuse with Q(60 6, 66, 67) Logarithmic 5. Logarithmic Functions Eg a) addition and Functions 5. Using Logarithms to Solve Eg Ex. 5. (6a b c, 8, ) multiplication of (Bk part 1) Eg Ex. 5. (0, 6, 0) logarithms 5. Graphs of Exponential and Eg Ex. 5. (8, 1) Logarithmic Functions Ex. 5.5 (, 6, 1) 5.5 Applications of Logarithms *Rev 5 (66) /1/018 Overall revision P 6/1/018 7/1/018 1 St Exam 0/1/018 /1/018 Christmas & New Year Holiday /1/019 7/1/019 Going through 1 st Exam paper P 9/1/019 10/1/019 Chp 6 P9 Prepared by FKL Analyzing, generalizing 1/1/019 of Straight 6.1 of Straight lines Eg Ex. 6.1 (8, 0,, 8) Grasp the different Discuss p.69: lines form of straight lines Q(, 6, 7) (Bk part ) 6. General Form of of Eg Ex. 6. (6, 10b, 6) Straight lines *Rev 6 (7)

4 /1/019 Chp 7 P18 Prepared by CWK Software: Sketchpad, WinPlot, //019 Basic properties of 7.1 Chords of a circle Eg Ex. 7.1 (, 8, 1) Good drawing, familiar StudyWork for Math. circles (1) 7. Angles in a circle Eg E.x. 7. (16, ) with the plane diagrams Discuss p.7 8: (1/1 8// (Bk part ) 7. Relationship among the chords, Eg Ex.. 7. (1, 16, 18) Q(6, 7, 9, 0) 019) arcs and angles of a circle Eg Ex. 7. (1, 6) Lunar New 7. Basic properties of a cyclic *Rev 7 (9) Year Holiday quadrilateral 5//019 Chp 8 P1 Prepared by CWK Weakness 1//019 Basic properties of 8.1 Tangents to a circle Eg Ex. 8.1 (1, 1, 0) Cannot apply those Proof of cyclic quad. circles () 8. Tangents to a circle from an Eg Ex. 8. (1, 0, 6) theorems together Discuss p.89 90: (Bk part ) external point Eg Ex. 8. (8, 18, 6) Q(7, 8,, 5) 8. angles in the alternate segments *Rev8 (5) p.91-9 MC Past paper LQ 1//019 Chp 10 P19 Prepared by MSC Discuss p.: //019 More about 10.1 Polynomials and Their Eg Ex (6, 10, 1) Good handling skill in Q(51 57) Polynomials Operations Eg Ex. 10. (10, 1,,) algebraic operation 10. Division of Polynomials Eg Ex. 10. (1, 18, ) 10. Remainder Theorem Eg Ex. 10. (1,, 6) 10. Factor Theorem and its Eg Ex (,, 1) application Eg Ex (10, 16) 10.5The G.C.D. and the L.C.M. of *Rev10 (57)

5 Polynomials 10.6 Algebraic Fractions 8//019 Chp 11 P6 Prepared by CSS Discuss p.65 66: 1//019 More about 11.1 Solving Simultaneous Eg Ex (0, 0) Q(8, 10, 11) (15/ - (1) by the Graphical *Rev11 (11) 6//18) Easter Holiday 9//019 Chp1 P1 Prepared by FKL Discuss p.10 10: 15/5/019 More about 1.1 Reducible to Eg Ex. 1.1 (1, 18, ) Q( 6) () Quadratic Eg Ex. 1. (6, 18, ) 1. Solving Simultaneous Eg Ex. 1. (8, 0, 6) 1. Problems Leading to Quadratic *Rev1 (5) 16/5/019 Chp 1 P15 Prepared by CSS /6/019 Variations 1.1 Direct variations Eg Ex. 1.1 (16, 0) Familiar with direct and using under algebraic skills 1. Inverse variations Eg Ex. 1. (1, 0) inverse variation to solve variation problems 1. Joint variations Eg Ex. 1. (1, 16) Discuss p.15 15: 1. Partial variations Eg Ex. 1. (6, 10, 1) Q(5 8) *Rev1 (7) /6/019 6/6/019 Revise all topics P MC, SQ & LQ 5

6 10/6/019 /6/019 S Final Exam 1. Read examples and do the corresponding pre-lesson worksheet.. * denotes those open-ended questions done as the Homework exercise. W.S. means pre-lesson worksheet. No. of cycles No. of HW Questions No. of Questions per cycle About (to 1 d.p.) 6