International Mathematics for Cambridge IGCSE?

NOTE EDITORE

Developed by renowned subject specialists David Rayner and Jim Fensom, this international resource prepares learners for the latest Cambridge IGCSE® syllabus (0607) and also lays down the foundations for future success in the IB Diploma Programme. The practice-based approach, with plenty of worked examples, ensures absolute understanding and a strong command of mathematical skills, whilst accompanying digital materials focus on boosting assessment confidence through revision support and practice exam papers. Integrated graphics calculator guidance is also included, allowing learners to hit the ground running in IB Maths.

SOMMARIO

1.1 - Sketching a graph 1.2 - Producing a table of values for a function 1.3 - Finding zeroes and local maxima or minima of a function 1.4 - Finding the intersection point of two graphs 1.5 - Finding mean, median, quartiles 1.6 - Finding the linear regression equation 2.1 - Vocabulary and notation for sets of numbers 2.2 - Arithmetic 2.3 - Number facts and sequences 2.4 - Approximations and estimation 2.5 - Standard form 2.6 - Ratio and proportion 2.7 - Percentages 2.8 - Speed, distance and time 3.1 - Negative numbers 3.2 - Directed numbers 3.3 - Formulae and expressions 3.4 - Brackets and simplifying 3.5 - Linear equations 3.6 - Problems solved by linear equations 3.7 - Simultaneous equations 3.8 - Problems solved by simultaneous equations 3.9 - Factorising 3.10 - Quadratic equations 3.11 - Problems solved by quadratic equations 4.1 - Area 4.2 - The circle 4.3 - Arc length and sector area 4.4 - Chord of a circle 4.5 - Volume 4.6 - Surface area 5.1 - Function notation 5.2 - Inverse function 5.3 - The absolute value function (modulus function) 5.4 - Sketch graphs 5.5 - Interpreting graphs 5.6 - The quadratic function 6.1 - Investigations 6.2 - Mathematical modelling 7.1 - Fundamental results 7.2 - Pythagoras' theorem 7.3 - Symmetry 7.4 - Similarity 7.5 - Circle properties 8.1 - Inequalities 8.2 - Indices 8.3 - Rearrangement and evaluation of formulae 8.4 - Algebraic fractions 8.5 - Difference method, nth term of a sequence 8.6 - Geometric series 8.7 - Variance, direct and inverse 9.1 - Drawing and using graphs 9.2 - Gradient of a line 9.3 - The forms y=mx+c, and ax+by=d 9.4 - Curved graphs 9.5 - Graphical solution of equations 9.6 - Transformations of the graph of y=f(x) 9.7 - Logarithm function 10.1 - Right-angled triangles 10.2 - Sine, cosine and tangent for 0°, 30°, 45°, 60°, 90° 10.3 - Three-dimensional problems 10.4 - Sine, cosine, tangent for any angle 10.5 - The sine rule 10.6 - The cosine rule 11.1 - Vectors 11.2 - Column vectors 11.3 - Simple transformations 11.4 - Combined transformations 12.1 - Set notation 12.2 - Logical problems 13.1 - Probability 13.2 - Exclusive and independent events 13.3 - Tree diagrams 14.1 - Reading and interpretation of data or graphs 14.2 - Averages, range and quartiles 14.3 - Histograms 14.4 - Cumulative frequency 14.5 - Mean, median and quartiles using a graphics calculator 14.6 - Scatter diagrams 15.1 - Investigations 15.2 - Mathematical modelling

ALTRE INFORMAZIONI

• Condizione: Nuovo
• ISBN: 9780198389187
• Dimensioni: 246 x 22.9 x 190 mm Ø 1120 gr
• Formato: Paperback
• Illustration Notes: Full Colour
• Pagine Arabe: 512