Wednesday 12 April 2017
OXFORD MATHEMATICS TUTORING - UNDER DEVELOPMENT
OXFORD MATHEMATICS
MATHEMATICS I. Consultant, Dr. Yeap Ban Har; Authors: Teh Keng
Seng * Loh Cheng Yee
CONTENTS
1. Factors and Multiples
Factors
and Multiples
Prime Numbers and Composite Numbers
Index Notations Highest Common Factors (HCF)
Least Common Multiple (LCM)
Squares and Square Roots
Cubes and Cubes
Roots
Mental Estimation
The Use of Calculators Summary
Review Examples 1 Review
Questions 1
Read: http://www.wikihow.com/Factor-a-Number
http://www.basic-mathematics.com/what-is-factoring.html https://www.reference.com/math/factoring-math-c304f5269f44762a https://www.mathsisfun.com/divisibility-rules.html http://www.answers.com/Q/What_are_the_divisibility_rules_for_1-13 https://brilliant.org/wiki/divisibility-rules/
2. Integers
Negative
Numbers
Integers
The
Number Line
Absolute Value of an Integers Addition of Integers
Subtraction of Integers
Multiplication of Integers
Division
of Integers
Rules for Operating on Integers Summary
Review Examples 2
Review Questions 2
Read: https://www.google.com/search?rct=j&q=integers#dobs=integers https://en.wikipedia.org/wiki/Integer https://www.khanacademy.org/math/in-sixth-grade-math/integers-india https://www.khanacademy.org/math/in-sixth-grade-math/integers-india http://whatis.techtarget.com/definition/integer
3. Rational Numbers
Rational
Numbers
Ordering of Rational Numbers
Addition and Subtraction of Rational Numbers Multiplication
and Division of Rational Numbers
Arithmetical Operations on Rational Numbers
Problem Solving Involving Rational Numbers
Terminating and Recurring Decimals
Use of Calculators on Real Numbers
Summary
Review Examples 3
Review Questions 3
Read: https://www.google.com/search?rct=j&q=rational%20numbers https://en.wikipedia.org/wiki/Rational_number https://www.khanacademy.org/math/algebra/rational-and-irrational-numbers/alg-1-irrational-numbers/v/introduction-to-rational-and-irrational-numbers http://www.mathwarehouse.com/arithmetic/numbers/rational-and-irrational-numbers-with-examples.php https://www.google.com/search?rct=j&q=rational%20numbers#q=is+0+a+rational+number&* https://www.google.com/search?rct=j&q=rational%20numbers#q=irrational+number&*
4. Estimation and Approximation
Estimation
and Rounding
Approximation in Measurement and Accuracy
Rounding Off a number to a given Number of Decimal Places Accuracy and Significant Figures
Rounding a Number to Given Number of Significant Figures Rounding and
Truncation Errors
Summary
Review Examples 4
Review Questions 4
Read: https://www.google.com/search?rct=j&q=estimation%20and%20approximation https://www.skillsyouneed.com/num/estimation.html https://www.youtube.com/watch?v=woth8j3XbWw http://www.cimt.org.uk/projects/mepres/book9/bk9_14.pdf https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=difference+between+approximation+and+estimation&*
5. Fundamental Algebra
Notation in
Algebra
Evaluation of Algebraic
Expressions
Some Rules in Algebra
Use of Brackets in Simplification Addition and Subtraction of
Algebraic Expressions Linear Algebraic
Expressions with Fractional Coefficients Factorization Fractions to
Grouping
Summary
Review Examples 5
Review Questions 5
Read: https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=Fundamental+Algebra+&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=algebra+rules+to+remember&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=algebra+rules+for+kids&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=algebra+rules+of+operation&*
Revision Exercise I
6. Number Sequence
Number
Sequence
General Term in a Number Sequence
Problem Solving
Summary
Review Examples 6 Review
Questions 6
Read: https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=Number+Sequence&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=number+sequence+meanings&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=number+sequence+formula&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=number+patterns+in+mathematics&*
7. Algebraic Equations
Open
Sentences Simple Equations
Solving Simple Equations
Formulae
Construction of Formulae
Writing Algebraic Expressions Problem Solving with
Algebra
Inequalities
Properties of Inequalities Equations
and Inequalities
Summary
Review Examples 7
Review Questions 7
Read: https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=algebra+equations&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=algebraic+equation+definition&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=algebraic+equations+examples+with+answers&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=hard+algebra+questions&*
8. Properties and Area of Simple Geometrical
Figures
Units of
Area
Area of Parallelogram
Area of Trapezium Summary
Review Examples 8
Review
Questions 8
Read: https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=geometric+figures&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=algebra+problems+with+answers&*
9.
Volume and Surface Area
Concept of
Volume
Volume of Fluids
Right Prisms Surface
of a Prism
Cylinders
Volume of Cylinder
Surface Area of a Cylinder
Summary
Review
Examples 9
Review Questions 9
Read: https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=volume&*&dobs=volume https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=algebra+practice+questions&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=surface+area&*&dobs=surface%20area https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=surface+area+of+a+triangular+prism&* https://www.google.com/search?rct=j&q=estimation%20and%20approximation#q=surface+area+cylinder&*
Revision Exercise II
10. Ratio, Rate and Speed
Ratio
Equivalence Ratio
Increase and Decrease in Ratio Average Rate
Time
Speed and Average Speed
Problems Involving Speed and Average Speed Summary
Review Examples 10
Review Questions 10
11. Percentages
Percentages Fractions and Decimals
Expressing One Quantity as a Percentage of Another Comparing Two Quantities by
Percentages
Percentage Greater that 100%
Increasing and Decreasing a Quantity by a Given Percentage Discount
Commission Value
Added Tax and GST
Summary
Review Examples
11
Review Questions 11
12. Functions and Graphs
Rectangular Coordinates in Two
Dimensions
The Rectangular or
Cartesian Plane
Coordinates of a Point
The Idea of Functions Ordered Pairs
Satisfying a Functions
Gradient of a Straight Line
Summary Review
Examples 12
Review Questions 12
13.Statistics
Introduction to Numerical Data Collection. Organization and
Interpretation of Data Collection of Data
Using a Questionnaire
Pictogram
Bar Graphs
Collection
of Data Through Observation
Pie Chart
Collection of Data through Interviews
Line Graphs
Frequency Tables and Histograms Collection of Data by
Measuring
Collection of Data by Using Electronic Means and the Internet Grouped Frequency Tables
Summary
Review Examples 13
Review Questions 13
Revision Exercise III
14. Basic Geometrical Concepts and Properties
Points
Lines, Rays, Line Segments
Planes
Intersecting Lines
Angles
The
Protractor and Angle Measure
Different Kind of Angles
Complementary Angles
Supplementary Angles
Adjacent Angles on a Line
Vertically opposite Angles
Parallel Lines, Alternate Angles, Corresponding Angles , Interior
Angles Summary
Review
Examples 14
Review Questions 14
15. Angle Properties of Polygons
Polygons
Triangles
Angle Properties of Triangles
Exterior and Interior Opposite
Angles
Quadrilaterals
Convex Polygons
Sum of the
Interior Angles of a Convex Polygons Sum of
the Exterior Angles of a Convex Polygons Summary
Review
Examples 15
Review Questions 15
16. Geometrical Constructions
Geometrical Constructions
Use of Compasses
Bisecting an Angle Bisecting a
Line Segment
Summary
Review Examples 16 Review
Questions 16
Revision Exercise IV
****
MATHEMATICS II. Consultant, Dr. Yeap Ban Har; Authors: Teh Keng Seng * Loh Cheng Yee
CONTENTS
1. Congruence and Similarity
Congruent
Figures and Objects
Similar Figures and Objects Similarity
and Enlargement Similarity
and Scale Drawings
Summary
Review
Examples 1
Review Questions 1
2. Direct and Inverse Proportions
Direct
Proportions More
on Direct Proportion Graphical
Representation of Direct Proportion Other Forms of
Direct Proportion Inverse
Proportion More
on Inverse Proportion
Graphical Representation
of Inverse Proportion Other Forms
of Inverse Proportions Summary
Review Examples 2
Review Questions 2
3. Expansionism and Factorization of
Algebraic Expression
Expansion of
Algebraic Expressions Further
Algebraic Expansions Perfect
Squares and Difference of Two Squares Factorization of Algebraic Expressions Factorization
Using Algebraic Identities Factorization
of Quadratic Expression
Problem
Solving Involving
Quadratic Equations Summary Review
Examples 3
Review Questions 3
Revision Exercise I
4. Algebraic Manipulation and Formulae
Simple
Algebraic Fraction Multiplication
and Division of Algebraic Fractions Further Examples on Simplification of
Algebraic Fractions Addition
and Subtraction of Algebraic Fractions Further
Addition and Subtraction of Algebraic Fractions Equations
Involving Algebraic Fractions
Problem Solving Involving Algebraic Fractions Changing the subject of a Formula
Changing Further Examples on Changing the subject of a Formula
Finding an Unknown in a Formula Summary
Review Examples 4
Review Questions 4
5. Simultaneous Linear Equations
Simultaneous Linear Equations
Solving Simultaneous Linear Equations
Using Elimination Method
More Examples on Elimination Solving
Simultaneous Linear Equations
Using Substitution Method
Problem Solving Involving
Simultaneous Equations s
Summary
Review Examples
5
Review Questions 5
6. Pythagoras’ Theorem
Pythagoras’ Theorem
Application of Pythagoras’ Theorem
Summary
Review
Examples 6
Review Questions 6
Revision Exercise II
7. Volume and Surface Area
Pyramids
Volume of Pyramids
Total Surface Area of Pyramid and Cone
Volume of Cones
Surface Area of Cone
Volume of
Sphere
Surface of Cone
Surface Area of Sphere
Summary
Review Examples 7 Review
Questions 7
8. Graphs of Linear Equations in Two Unknowns
Choice of
Appropriate Scales for Graphs Graphs
of Equations of the form y = c
Graphs of Equations of the form x = a
Graphs of Equations of
the form y
Graphs of Equations of the form mx y = mx + c
Solving Simultaneous Linear Equations Using Graphical Method Summary
Review Examples 8
Review Questions 8
9. Graphs of Quadratic Equations
Quadratic
Equation in Two Variables of the Form y
= ax2 (a <> 0) Graphs
of General Quadratic Equations in Two Variables Problems Involving Quadratic Graphs Summary
Review Examples 9
Review Questions 9
Revision Exercise III
10. Set Languages and Notation
Introduction
to Sets
Number of Elements to a Set
Venn Diagram Intersection to
Sets
Union of Sets
Summary
Review Examples 10
Review Questions 10
11. Statistics
Collection,
Organisation and Interpretation of Data Dot
Diagram
Grouped Data
Stem and
Leaf Diagram
Mode
The Mean,
Median
Comparison of the Mean, Median and Mode Average
for Grouped Data
Using Calculator to find Mean Summary
Review Examples 11
Review Questions 11
12. Probability
Introduction Experimentation
and Sample Space Definition of Probability Summary
Review Examples 12
Review
Questions 12
Revision Exercise IV
****
MATHEMATICS III. Consultant, Dr. Yeap Ban Har; Authors: Teh Keng
Seng * Loh Cheng Yee
CONTENTS
1. Solution in Quadratic Equations
Solving Quadratic Equations by Factorization
(Revision) Solution
by Completing the Square General
Solution to a Quadratic Equation Equations
Reducible to Quadratic Equations Summary
Review Examples 1 Review
Questions 1
2. Indices and Standard Form
Multiplication Law of Indices Division
Law of Indices Power
Law of Indices More
Law of Indices Zero and Negative Indices
Fractional Indices The
Standard Form Common
Practices Used in Every Day Life
Situations Use
of Calculator Summary
Review Examples 2
Review
Questions 2
3. Linear Inequalities
Solving Inequalities Difference between < and s Problem
Solving Involving Inequalities Linear
Inequalities in One Variable Summary Review
Examples 3
Review Questions 3
Revision Exercise I
4. Coordinate Geometry.
Revision Length of Line
Segment Gradient
of a Straight Line Equation
of a Straight Line Summary
Review Examples 4
Review
Questions 4
5. Matrices
Introduction Some
Special Matrices
Addition and Subtraction of
Matrices Rules
for Matrix Addition and Subtraction Multiplication
of a Matrix by a Real Number Multiplication of Matrices Use
of Matrices in Solving Everyday Life
Problem Summary Review
Examples 5
Review Questions 5
6. Application of Mathematics in Practical
Situations
Profit and Loss as Compound
Interest Hire
Purchase Money Exchange Taxation
Personal and Household Finances Interpretation
and Use of Tables and Charts Strategies in Problem Solving Summary
Review Examples 6
Review
Questions 6
7 Graphs and Their Applications
Application of Graphs in
Practical Situations Conversion
Graphs Travel
Graphs Drawing
of Graphs Problem
Solving Involving Linear Graphs Summary
Review Examples 7 Review
Questions 7
Revision Exercise II
8. Congruent and Similar Triangles
Congruent Triangles Congruent
Tests Simple Application of Congruent Triangles Similar Triangles Test for
Similarity between Two Triangles Summary
Review Examples 8
Review Questions 8
9. Area and Volume of Similar Figures and
Solids
Area of Similar Figures Volume
of Similar Solids Summary
Review Examples 9
Review Questions 9
10 Trigonometrical Ratios
Trigonometrical Ratios Volume
of Trigonometrical Ratios Use
of Calculator Solving
Right-Angled Triangles Using Trigonometrical
Ratios Finding the Volume of
an Angle with Trigonometrical Ratios Practical Applications of
Trigonometry Summary
Review Examples 10
Review Questions
10
Revision Exercise III
11. Further Trigonometry
Trigonometrical Ratios Area of a Triangle the Sign
Rule Cosine Rule Bearings
Three Dimensional Problems Further
Examples Three
Dimensional Problems Summary
Review Examples 11
Review
Questions 11
12. Mensuration
– Arc Length, Sector Area, Radian Measure
Area and Circumference of a Circle (Revision) Length
of Arc and Area of Sector The
Radian (rad) Radian
Arc Length and Area of Sector Summary Review
Examples 12
Review Questions 12
13. Geometrical
Properties of Circles
Symmetrical Properties of Circles Angles
in Opposite Segment of a Circle Problems
on Angle Properties of Circles Tangents Tangents
from an External Point Summary
Review
Examples 13
Review Questions 13
Revision Exercise IV
MATHEMATICS IV. Consultant, Dr. Yeap Ban Har; Authors: Teh Keng
Seng * Loh Cheng Yee
CONTENTS
1. Graphical Solution of Equations
Graphs of Cubic Functions
Graph of Reciprocal Functions
Graph of y = / (a/x2) Graph of the
Exponential Functions
Sketches of Some Important Graphs
Graph
of the form y = (+-)(x – a) (x -b ) Graphical
Solution of Quadratic Equations Summary
Review Examples 1
Review
Questions 1
2. Further Graphs and Graphs Applied to Kinematics
Linear Distance- Time Graphs Gradients
of a Curve Gradient
of a Distance- Time Curve Speed-Time
Graphs Graphs
in Practical Solutions Summary
Review Examples 2
Review
Questions 2
3. Vectors in Two Dimensions
Scalar and Vector Quantities Technologies
and Notations of Vectors Equal
Vectors Vectors
which are Opposite Column
Vectors Zero Vectors
Subtraction of Vectors Scalar
Multiple of a Vector Scalar
Multiple of a Vector Expression of a Given Vector in Terms of
Two Vectors Review
Summary
Examples 3
Review Questions 3
4. Standard Deviation and Mean
Mean (Revision) Standard
Deviation Summary
Review
Examples 4
Review Questions 4
5. Cumulative Frequency Distribution
Cumulative Frequency Table
Cumulative Frequency Curve Median,
Quartiles and Percentiles Interquartile
Range Box
and Whisker Plots Summary
Review Examples 5
Review Questions 5
6. More on Probability
Revision Possible Outcomes in a Sample
Space Simple
Combined Events and Possibility Diagrams Simple Combined Events and Tree Diagram Addition of
Probability and Mutually Exclusive Events Multiplication of Probabilities
and Independent Events Summary
Review Examples 6 Review
Questions 6
7. Revision
Arithmetic
1: Numbers, Percentages, Time
Arithmetic 2: Rate, Ratio, Proportion. Speed and Map Problems Arithmetic 3: Simple and Compound
Interest. Money Exchange. Financial Transactions
Algebra
1: Simplification, Substitution.
Expansion and Factorization Algebra 2: Algebraic
Manipulation and Indices
Algebra 3: Inequalities
Algebra 4: Quadratic Equations
Measurement (2-Dimensional Problems)
Measurement (3-Dimensional Problems)
Coordinate Geometry Geometry
1: Geometrical Properties of Angles and Angle Properties of Polygons
Geometry 2: Congruence and Similarity
Geometry
3: Angle Properties of Circles
Graphs and Graphical Solution
Pythagoras Theorem and Trigonometry
Bearing and Trigonometry Number
Sequence and Problem Solving Sets
and Van Diagrams
Matrices Vectors
Statistics 1: Data Handling and Averages Statistics 2: Data
Analysis
Probability
****
CORE MATHS for Advanced Level L. BOSTOCK & S.
CHANDLER
CONTENTS
Chapter-1 Algebra-1
Multiplying, adding and
subtracting algebraic expressions. Expanding subtracting algebraic function.
Algebraic division.
Chapter-2 Surds, indices and
logarithms
Square, Cube and other
roots. Rational and irrational numbers. Surds. Rxxxx a denominator. Law of
Indices. Definition of algorithm including…..Law of algorithms.
Chapter-3 Equations 1
Solving quadratic
equations by factorization, by completing the square by the formula. Factor
theorem. Solving cubic equations by using the factor theorem. Solution of
simultaneous equations, three linear equations and one linear and one quadratic
equation.
Chapter-4 Equations 2
The nature of roots of
a quadratic equation. Solving equations containing x as a power. Solving equations
containing logarithm.
Summary A
Examination Questions A
Chapter-5 Reasoning and Proof
The need for proof.
Mathematical Reasoning and deduction.
Chapter-6 Coordinate Geometry I
Cartesian coordinate.
The length, mid point and gradient of a line joining two points. Parallel and
perpendicular lines.
Chapter-7 Triangles
Trigonometric of acute
and obtuse angles. The Sine endpoint casein rule and its use including the ambiguous
case. The Cosine rule of a triangle.
Chapter-8 Coordinate Geometry 2
The equation of a
straight line in the form of y = mx + c and in the form of Ax + By + c = 0.
Finding the equation of a straight line. The angle between a line and x-axis.
Reduction of a relationship to a linear law.
Chapter-9 Circles
Parts of a circle.
Relationship between angles in circles. Tangents to circles and their
properties.
Chapter-10 Circular measure
Radians. The length of
an arc of a circle. The area of a sector of a circle.
Summary B
Examination Questions B
Chapter-11 Functions 1
Definition of a
function. Domain and range. Quadratic, cubic and rational functions.
Chapter-12 Inequalities
Solving inequalities
involving linear, quadratic and rational functions.
Chapter-13 Differentiations 1
The gradient of a
curve. Differentiations from first principles. Differentiation of constant, of
a multiple of x, of xn , and their sums and differences. Gradients
pf tangents and normal.
Chapter-14 Tangents, normal and stationary values
Equations of tangents
and normals. Stationary values. Turning points and their nature. Points of
inflexion.
Chapter-15 Trigonometric functions
General definition of
an angle. Trig ratio of 300, 450 and 600. The
sine, cosine and tangent functions, their properties and relationships. One-way
stretches of curves. The reciprocal trigonometric function. Graphical solution
of trig. Equations.
Chapter-16
Trigonometry I
The identity cos2θ + sin2θ ≈ 1 and its equivalent.
Solving trig equations. ± ≤ ± π
θ
Summary C
Examination questions C
Chapter-17
Exponential and logarithmic functions
Exponential growth and decay. The exponential
function. Changing the base of a logarithm. The logarithm function. The
derivative of ex and log x.
Chapter-18
Function 2
Curve Sketching using transformation. Even, odd
and periodic functions. The modulus function. Equation and inequalities.
Chapter-19
Sequences
Sequences. The behavior of a sequence.
Recurrence relationship. Arithmetic progression. Geometric progression.
Chapter-20
Integration 1
Integration as the sequence of differentiation.
Integration as a process of summation. Finding areas by integration. Definite
integration. Integration of 1/x. The trapezium rule, the mid-ordinate and
Simpson’s rule.
Summary D
Examination questions D
Chapter-21
Differentiations 2
Differentiating a function of a function (the
chain rule) a product of two functions and a quotient of two functions.
Chapter-22
Trigonometry 2
Compound angle identities. Double angle
identities. General solution of trig equations.
Chapter-23
Trigonometry 3
Expressing a cos θ + b sin
θ as r cos (θ + α) and
equivalent forms. Inverse trigonometric functions.
Chapter-24
Differentiations 3
Differentiating trigonometric functions.
Extending the chain rule.
Chapter-25
Differentiations 4
Differentiating implicit functions. Using
logarithm to simplify differentiation.
Differentiating ax. Parametric
equations. Finding the gradient of a curve given grammatically.
Chapter-26
Differentiations 5
Small increments. Small percentage increases.
Comparative rate of change.
Summary E
Examination questions E
Chapter-27
Method of Proof
Proof by contradiction. Use of a counter
example.
Chapter-28
Coordinate Geometry 3
Loci. The equation of a circle. Finding
equations of tangents to circles. Parametric equations of a circle and of an
ellipse.
Chapter-29
Integration 2
Standard integrals. Integration by recognition
and change of variable. Integration by parts. Indefinite integrals.
Chapter-30
Algebra 2
Partial fractions. Dividing one polynomial by
another. Using partial fractions to simplify differentiation. The remainder
theorem. Intersection of curves and coincident points of intersection.
Chapter-31
Integration 3
Interpreting fractions by recognition and by
using partial fractions. Integration. Integrating compound trigonometric
fractions.
Chapter-32
Integration 4
Classifying an integral. Solving first order
differentiation equations and separable variables.
Chapter-33
Integration 5
Rates of increase. Forming and solving
naturally occurring differential equations. Finding areas and volumes revo
theoelution.
Summary F
Examination questions F
Chapter-34
Series
The expansion (1 + x)n when n is a
positive integer when n has any value(the binomial theorem). Using the binomial
theorem to find approximation. Maclaurin’s theorem.
Chapter-35
Equations 3
Methods for solving trigonometric equations.
Polynomial equations with a repeated root. Equations involving square roots.
Locating an interval in which the root of an equation lies. Iterative methods
for finding an approximate solution. xn + 1 = g(xn).
Newton Raphson.
Chapter-36
Vectors
Differentiation of a vector. Multiplying a vector
by a scalar. Adding vectors. Adding vectors. The angle between two vectors. The
position vector of a mid point of a line. Cartesian coordinates in three
dimensions. The Cartesian unit vectors I, J and K. Scalar product. The
Cartesian and vector equations of a line. Intersecting parallel and skewed
lines. The cartesian and vector equations of a line. The cartesian and vector
equations of a plane.
Summary G
Examination questions G
Answers
A level- Advance Level Mathematics- PURE
MATHEMATICS I
Hugh Neill and Douglas Quadling
CONTENTS
Introduction
1. Coordinates, points and lines
2. Surds and Indices
3. Functions and Graphs
4. Quadratics
5. Inequalities
Revision Exercises I
6. Differentiations
7. Applications of differentiations
8. Sequences
9. The binomial theorem
10. Trigonometry
11. Combining and inverting functions
12. Extending differentiation
Revision Exercises 2
13. Vectors
14. Geometric Sequence
15. Second derivative
16. Integration
17. Volume of revolution
18. Radians
Revision Exercises 3
Practice Examinations
Answers
****
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