IB Maths Syllabus Changes
IB Maths Syllabus Changes. Higher Level u n =4u n-1 Consistent SystemEuler form Informal idea of continuity nPr notation Angle of elevation and depression.
Dec 24, 2015
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IB Maths
Syllabus Changes
Higher Level
un=4un-1
Consistent SystemEuler form
Informal idea of continuity
nPr notation
Angle of elevation and depression
Total distance travelled
Higher Level
Sums and Products of Roots
Algebraic Properties of vector product
Vectors applied to kinematics questions
Standard Level
nCr by formula
Learn trig ratios
Amplitude
Box and Whisker plot, outliers
Variance of Binomial
Limit notation
Total distance travelled
Effect on mean and sd of constant change to data
Standard Level
Bivariate Data
Integration by inspection / substitution
IB Exams Common Pitfalls
May 2009 TZ1
May 2009 TZ2
Nov 2009
May 2010 TZ1
May 2010 TZ2
Nov 2010
May 2011 TZ1
May 2011 TZ2
Nov 2011
May 2012 TZ1
May 2012 TZ2
Paper 1 63 76 73 65 68 71 66 66 76 76 76
Paper2 76 64 74 67 66 78 68 71 75 73 77
Higher Level - 7 boundary
May 2009 TZ1
May 2009 TZ2
Nov 2009
May 2010 TZ1
May 2010 TZ2
Nov 2010
May 2011 TZ1
May 2011 TZ2
Nov 2011
May 2012 TZ1
May 2012 TZ2
Paper 1 81 79 78 86 86 88 81 89 87 86 89
Paper2 81 76 83 79 83 79 84 86 91 78 80
Standard Level - 7 boundary
May 2009 TZ1
May 2009 TZ2
Nov 2009
May 2010 TZ1
May 2010 TZ2
Nov 2010
May 2011 TZ1
May 2011 TZ2
Nov 2011
May 2012 TZ1
May 2012 TZ2
Paper 1 40 53 48 43 49 48 45 42 48 52 51
Paper2 50 41 48 41 43 53 43 46 48 49 51
Higher Level - 5 boundary
May 2009 TZ1
May 2009 TZ2
Nov 2009
May 2010 TZ1
May 2010 TZ2
Nov 2010
May 2011 TZ1
May 2011 TZ2
Nov 2011
May 2012 TZ1
May 2012 TZ2
Paper 1 53 54 54 62 59 60 58 68 59 60 68
Paper2 57 52 60 54 59 56 61 67 72 56 60
Standard Level - 5 boundary
5 minute reading time
5 minute reading time
Decide on the order of questions
5 minute reading time
Decide on the order of questions
Look carefully at section B to see where You can get back into a question.
5 minute reading time
Decide on the order of questions
Look carefully at section B to see where You can get back into a question.
On the calculator paper check where you can use the gdc
(a) (3.79, -5)(b) P=1.57, q=6.00(c) (4.43, -4)(d) (3.79, 3.55)
Marking
He thinks he has got 18/19
He thinks he has got 18/19
He might be awarded 2/19
1. Plotting Graphs
2. Accuracy
3= Induction GDC Complex Numbers Vectors Timing
7= Communication and Organisation of Solutions More practice on non-standard questions Problem Solving Connection between parts in section B
10= Probability density functions Kinematics Related Rates of Change Sigma Notation ‘hence’
Mean = 2.73
In 4 hours 10.9 fish
Mean = 2.73
In 4 hours 10.9 fish
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