Punggol Sec1 Sec2 Maths Tuition 3D Figures Surface Area and Volumes. Advanced Algebra Tuition class. 

Sec1 and Sec2 Maths Tuition for today with Punggol Tutor Debra.

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Tutor running through advanced algebra with students. Maths Tuition classes teaches from scratch and ahead of school to make sure our students learn faster and feels less stressed out in school

In eduKate Tampines tuition centre, we make sure we do not hamper the growth of our students. If they can advance faster, we customize our classes to fit their needs, challenging them to be the best there is.

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Tutors check constantly on students to make sure they are good at what they do. Small group Maths tuition are perfect for that.
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Call Yuet Ling +6 582226327 for our tuition classes.

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Secondary 1 & 2 Mathematics for Dunman High and Victoria Secondary

Classes for Secondary Mathematics (sec1 &sec2) E Math for IP Programme requires tutors to teach out of normal syllabus and requires a lot more work. However, we have experience over the years and make sure this class follows their IP requirements.

Today, this class goes through previous year exam papers and is training to obtain an A* grade for E Math.

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IP Programme Math with Dunman High Student. SAP Student from Anglican High. A Math from St Hilda


Their requirements are speed, accuracy, and understanding how to manage their time, with extra time to recheck their paper to have no errors.

By now, September period) the students understand and have completed their syllabus being taught by Mr Wong well in advance. They do need to revise and make sure they go through all the permutations of the questions available, paying in particular their logical thinking processes and managing their stamina.

Call Yuet Ling +65 82226327 for our small group tuition.

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Secondary IP Mathematics Scores A* for Mid Year Examination

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Dunman High Year 4 students that consistently scores A* for their exams starts off their path to academic excellence with a strong fundamental knowledge of Mathematics and a lot of hardwork and persistence.

Secondary IP Mathematics Tutor in Punggol has a Tuition class for Year 4 students which consists of lectures and tutorials that train them from basics and moves onto advanced questions. IP Classes are based on understanding concepts and where that topic can be applied to when they reach tertiary education. It is a fairly fun and challenging class where they learn about their own abilities and weaknesses. We make sure they come from a position of strength and develop their capabilities, improving their studying skills and coping with the demands that their IP course throws at them.

In this class, our Dunman High students are revising for their End of Year examinations, right after their periodic assessments which they logged in a Grade A for their A Math paper. However, the difference for Year 4 EOY examinations are the need to cover all topics from Year 1-4, as if its the GCE O levels examinations requirements before they get their streaming to attend A level classes during Year 5/6.

This cohort is about 2 weeks ahead of schedule, and needs to start on Integration (Advanced Techniques) before their school teaches it as there will be hardly time to do any revision for their EOY examinations. Their school schedule will be tight but we make sure they will complete the syllabus and have enough time to revise before that.

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Mathematics SL Maths IB Diploma Syllabus

The International Baccalaureate (IB SL Mathematics) information page for IB Diploma SL Maths Content Page. IB Tuition Centre.

Mathematics Standard Level for the IB Diploma

Herein lies the syllabus of Maths SL IB Diploma Singapore. The topics in Mathematics SL Mathematics IB Diploma books are:

Main Topic: Algebra, Functions and Equations

Quadratic Functions

  • Quadratic Form
  • Complete the Square
  • Factorised form
  • Quadratic Formula
  • Discriminant
  • Intersection of graphs and simultaneous quadratic equations

Exponents and Logarithms

  • Laws of exponents
  • Exponential functions
  • The number e
  • Introduction to Logarithms
  • Laws and Graphs of Logarithms
  • Solving Exponential Equation

Algebraic Manipulations

  • Solving Equations by Factorising
  • Solving Equations by Substitution
  • Features of Graphs
  • Using graphical calculator (GDC) to solve equations
  • Working with identities

The Theory of Functions

  • Function Notation
  • Domain and Range
  • Composite functions
  • Inverse functions
  • Rational functions

Transformation of graphs

  • Translations
  • Stretches
  • Reflections
  • Consecutive Transformations

Sequence and series

  • General sequences
  • General series and sigma notation
  • Arithmetics and Geometric Series
  • Infinite Geometric Series
  • Mixed Questions on sequences and series

Binomial Expansion

  • Binomial Coefficients
  • Applying the Binomial Theorem

Main Topic: Geometry

Circular Measure and Trigonometry

  • Measuring angles
  • Definitions and graphs of sine and cosine functions
  • Definition and graphs of the tangent functions
  • Exact Values of trigonometric functions
  • Transformations of Trigonometric Graphs
  • Modelling using trigonometric functions

Trigonometric Equations and Identities

  • Intro to trigonometric equations
  • Harder Trigonometric Equations
  • Trigonometric Identities
  • Using Identities to solve equations
  • Double Angle Identities

Geometry of triangles and circles

  • Right-angled triangles
  • The sine rule
  • The cosine rule
  •  Area of triangle
  • Trigonometry in three dimensions
  • Length of an arc
  • Area of a sector
  • Triangles and circles

Vectors

  • Positions and displacements
  • Vector algebra
  • Distances
  • Angles
  • Properties of the scalar Product
  • Vector equation of a line
  • Solving Problems involving lines

Main Topic: Calculus

Basic Differentiation and its applications

  • Sketching derivatives
  • Differentiation from first principles
  • Rules of differentiation
  • Interpreting derivatives and second derivatives
  • Differentiating trigonometric, exponential and natural logarithm functions
  • Tangents and Normals
  • Stationary Points
  • General Points of Inflexion
  • Optimisation

Basic Integration and its Applications

  • Integration (Indefinite)
  • Constant of Integration
  • Integrating inverse x, exponents, trigonometric functions
  • Finding the equation of a curve
  • Definite Integral
  • Geometrical significance of definite integration
  • Area between two curves

Further Differentiation

  • Chain rule
  • Product Rule
  • Quotient Rule
  • Optimisation with constraints

Further Integration

  • Reversing standard derivatives
  • Integration by substitution
  • Kinematics
  • Volumes of revolution

Main Topic: Statistics and Probability

Summarising Data

  • Measure of centre of data
  • Measures of spread
  • Frequency table and grouped data
  • Cumulative frequency
  • Histograms
  • Constant changes to data
  • Correlation

Probability

  • Empirical Probability
  • Theoretical Probability
  • Combined events and Venn diagrams
  • Tree diagrams and finding intersections
  • Independent events
  • Conditional probability
  • Further Venn diagrams
  • Selections with and without replacement

Probability Distributions

  • Random variables
  • Expectations of a discrete random variable
  • The binomial distribution
  • The normal distribution
  • The inverse normal distribution
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