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Mathematical Studies Standard Level for the IB Diploma Exam Preparation Guide [Pehme köide]

  • Formaat: Paperback / softback, 137 pages, kõrgus x laius x paksus: 264x196x7 mm, kaal: 320 g, Worked examples or Exercises
  • Sari: IB Diploma
  • Ilmumisaeg: 20-Mar-2014
  • Kirjastus: Cambridge University Press
  • ISBN-10: 110763184X
  • ISBN-13: 9781107631847
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  • Formaat: Paperback / softback, 137 pages, kõrgus x laius x paksus: 264x196x7 mm, kaal: 320 g, Worked examples or Exercises
  • Sari: IB Diploma
  • Ilmumisaeg: 20-Mar-2014
  • Kirjastus: Cambridge University Press
  • ISBN-10: 110763184X
  • ISBN-13: 9781107631847
Teised raamatud teemal:
A new series of Exam Preparation guides for the IB Diploma Mathematics HL and SL and Mathematical Studies. This exam preparation guide for the IB Diploma Mathematical Studies course breaks the course down into chapters that summarise material and present revision questions by exam question type, so that revision can be highly focused to make best use of students' time. Students can stretch themselves to achieve their best with 'going for the top' questions for those who want to achieve the highest results. Worked solutions for all the mixed and 'going for the top' questions are included, plus exam hints throughout. Guides for Mathematics Higher Level and Standard Level are also available.

This exam preparation guide for the IB Diploma Mathematical Studies course breaks the course down into chapters that summarise material and present revision questions by exam question type, so that revision can be highly focused to make best use of students' time. Students can stretch themselves to achieve their best with 'going for the top' questions for those who want to achieve the highest results. Worked solutions for all the mixed and 'going for the top' questions are included, plus exam hints throughout. Guides for Mathematics Higher Level and Standard Level are also available.

Muu info

A new series of Exam Preparation guides for the IB Diploma Mathematics HL and SL and Mathematical Studies.
Introduction vi
1 Working with numbers
1(7)
1.1 Different types of numbers
2(1)
1.2 Standard form and SI units
3(1)
1.3 Approximation and estimation
4(1)
1.4 Currency conversions
5(3)
2 Sequences and series
8(5)
2.1 Arithmetic sequences and series
9(1)
2.2 Geometric sequences and series
10(1)
2.3 Practical problems
11(2)
3 Descriptive statistics
13(13)
3.1 Median and quartiles
16(1)
3.2 Mean, standard deviation and frequency histograms
17(2)
3.3 Cumulative frequency
19(2)
3.4 Box and whisker diagrams and comparing data sets
21(5)
4 Set theory and Venn diagrams
26(6)
4.1 Set notation
28(1)
4.2 Venn diagrams with shading
29(1)
4.3 Applications of set theory and Venn diagrams
30(2)
5 Logic
32(9)
5.1 Constructing truth tables
34(1)
5.2 Logical equivalence, tautology and contradiction
35(1)
5.3 Compound statements
36(1)
5.4 Converse, inverse and contrapositive
37(1)
5.5 Checking validity of arguments without truth tables
38(3)
6 Probability
41(9)
6.1 Basic probability
43(1)
6.2 Sample space diagrams and calculating probability
44(1)
6.3 Interpreting tables
45(1)
6.4 Tree diagrams
46(1)
6.5 Venn diagrams
47(3)
7 Statistical applications
50(10)
7.1 The normal distribution
52(1)
7.2 Pearson's product-moment correlation coefficient, r
53(1)
7.3 Regression line of y on x
54(1)
7.4 The chi-squared test for independence
55(5)
8 Geometry and trigonometry
60(12)
8.1 Equation of a straight line
63(1)
8.2 Right-angled triangles
64(1)
8.3 Non-right-angled triangles
65(2)
8.4 Trigonometry and three-dimensional solids
67(2)
8.5 Volumes and surface areas of three-dimensional solids
69(3)
9 Functions, equations and mathematical models
72(15)
9.1 Using the GDC to solve equations
74(1)
9.2 Solving pairs of linear equations
75(1)
9.3 Domain and range
76(1)
9.4 Linear models
77(1)
9.5 Quadratic functions and modelling
78(2)
9.6 Exponential functions and modelling
80(2)
9.7 Polynomial functions and modelling
82(2)
9.8 Rational functions and their graphs
84(3)
10 Differentiation
87(8)
10.1 Differentiation
89(1)
10.2 Equations of the tangent and normal
90(1)
10.3 Stationary points and optimisation
91(4)
11 Examination support
95(4)
Common errors
95(2)
How to check your answers
97(2)
12 Things you need to know how to do on your calculator
99(8)
Casio calculator
99(4)
Texas calculator
103(4)
13 Worked solutions
107
Answers to practice questions
125