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IB MATHEMATICS. IB Phrases to Know SL – Standard Level: A course that has 150 seat hours. Students must take three SL courses. HL – Higher Level: A course.

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Presentation on theme: "IB MATHEMATICS. IB Phrases to Know SL – Standard Level: A course that has 150 seat hours. Students must take three SL courses. HL – Higher Level: A course."— Presentation transcript:

1 IB MATHEMATICS

2 IB Phrases to Know SL – Standard Level: A course that has 150 seat hours. Students must take three SL courses. HL – Higher Level: A course that has 240 seat hours. Students must take three HL courses. * NOTE * In some instances, a student may take four HL classes and two SL classes.

3 IB Phrases to Know Internal Assessment: An evaluation instrument that is graded by the teacher but is moderated by another teacher somewhere in the world. External Assessment: The culminating exam given in May of a students senior year

4 IB Maths

5 There are four IB Maths courses Maths Studies SL Maths SL Maths HL Further Maths SL

6 To begin with, we will choose only two Mathematics SL Mathematics HL

7 Math SL – 150 hours 140 Class hours 2 Portfolio Entries – 10 hours Mathematical Investigation Mathematical Modeling

8 Math HL – 240 Hours 190 Class hours 2 Portfolio Entries – 10 hours Mathematical Investigation Mathematical Modeling One of the Options – 40 hours

9 Math HL Options Statistics and Probability Sets, Relations, and Groups Series and Differential Equations Discrete Mathematics

10 Comparison of Content Hours SLHL Algebra820 Functions and Equations2426 Circular Functions and Trig1622 Matrices1012 Vectors1622 Statistics and Probability3040 Calculus3648

11 What is a GDC? The TI-84 Plus or Silver Edition G raphical D isplay C alculator

12 What is a GDC? Oxford Science Solutions www.oxsci.co.uk G raphical D isplay C alculator

13 What is CASE? CASE (computer algebra system enabled) calculators TO COME!

14 The Extended Essay A Research paper on a personally meaningful topic Must be less than 4000 words The Subject must be chosen from the list of available IB subjects.

15 Books Haese and Harris

16 Books IBID PRESS

17 Australian Publishers Haese and Harris IBID Press EXPENSIVE! – Shipping charge!

18 British Supplier HEATH BOOKS The IB Bookshop, Heath Books, Willow House, Willow Walk, Sutton, Surrey SM3 9QQ, UK. Tel: 020 8644 7788, Fax: 020 8641 3377

19 Other Suppliers Harper Collins Oxford University Press Heinemann Cambridge University Press Hodder Murray Mathematics Publishing

20 Support Sites www.livemaths.co.uk www.mymaths.co.uk www.mathtutor.ac.uk/viewdisks.php www.mathtutor.ac.uk/ipod.shtml IB Online Curriculum

21 Further Maths SL Statistics and Probability Sets, Relations and Groups Discrete Mathematics Series and Differential Equations

22 Comparison with A Level Material unique to the IB and A level mathematics syllabuses. International BaccalaureateGCE A level Mathematics Induction Complex numbers Matrices Kinematic problems Odd, even and periodic functions Polynomial inequalities Small angle approximations Coordinate geometry of circle Recurrence relationships Parametric equations of curves General solution of trigonometric equations Trapezium and Simpsons rules Source: EXPERT GROUP REPORT

23 IB SubjectSizeGrade alignment Higher Level Mathematics 10-20% larger than A level top 6, 7 A 4 E Standard Level Mathematical Methods 2/3 A level7 A 4 E Standard Level Further Mathematics 1 A Level (taking into account size and demand together) and accept 7 A, 4 E Standard Level Mathematical Studies 30 – 40% A Level (taking into account size and demand together) Comparison with A Level

24 The HE representative proposed a mapping along the lines: "7"=133 "6"=96 "5"=58 "4"=20 Comparison with A Level

25 Mathematical Studies

26 Mathematics Standard SL

27

28 Mathematics Higher Level

29 Further Mathematics SL

30 Internal Assessment Mathematics Studies Examples of Projects Calculating beautythe golden ratio Periodic Functions Infant mortality Calculating time of sunrise and sunset

31 Internal Assessment Mathematics SL and HL Type I Tasks Mathematical Investigation Matrix powers (SL) Zeros of the Cubic Function (HL)

32 Internal Assessment Mathematics SL and HL Type II Tasks Mathematical Modelling Sunrise over New York (SL) Flow Rate (HL)

33 WORLD AVERAGES Subject20072006200520042003200220012000 MATHS SL 4.604.784.904.854.904.884.844.72 MATHS ST - SL 4.494.604.724.584.734.644.544.67 MATHS HL 4.434.574.684.724.694.844.674.72

34 CHANGES CASE CALCULATORS FURTHER MATHEMATICS HL – 5 Options OPTION PAPERS (GDC OR CASE) FOR SL AND HL TECHNOLOGY CRITERION TO BE INTRODUCED IN MATHS STUDIES


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