Form 1 to 3 Mathematics Tuition Online
KSSM Mathematics for Form 1, 2 and 3, with the algebra that SPM Mathematics and Additional Mathematics are built on.
Founder & Head of School, Afterkelas
Afterkelas teaches lower secondary Mathematics online to Form 1, 2 and 3 students on the KSSM syllabus. Screened university tutors run live classes, 1-to-1 or in small groups, in English for DLP students or in Bahasa Melayu, following the chapter the school is on.
What KSSM Mathematics covers in Form 1 to 3
The chapters of each form, in textbook order. Algebra runs through all three years, and Form 3 adds consumer mathematics and trigonometry.
Form 1
13 topics- Rational Numbers
- Factors and Multiples
- Squares, Square Roots, Cubes and Cube Roots
- Ratios, Rates and Proportions
- Algebraic Expressions
- Linear Equations
- Linear Inequalities
- Lines and Angles
- Basic Polygons
- Perimeter and Area
- Introduction to Set
- Data Handling
- The Pythagoras Theorem
Form 2
13 topics- Patterns and Sequences
- Factorisation and Algebraic Fractions
- Algebraic Formulae
- Polygons
- Circles
- Three-Dimensional Geometrical Shapes
- Coordinates
- Graphs of Functions
- Speed and Acceleration
- Gradient of a Straight Line
- Isometric Transformations
- Measures of Central Tendencies
- Simple Probability
Form 3
9 topics- Indices
- Standard Form
- Consumer Mathematics: Savings and Investments, Credit and Debt
- Scale Drawings
- Trigonometric Ratios
- Angles and Tangents of Circles
- Plans and Elevations
- Loci in Two Dimensions
- Straight Lines
The algebra SPM is built on
Algebraic expressions and linear equations in Form 1, factorisation and algebraic formulae in Form 2, indices and straight lines in Form 3: these chapters come back in nearly every SPM Mathematics paper, and Additional Mathematics assumes them from its first week. A student who reaches Form 4 unsure how to expand a bracket or change the subject of a formula spends the year catching up instead of learning.
Tutors treat these chapters as the ones that cannot be left weak. When a student brings home a poor test on another topic, the tutor often finds the trouble sits in the algebra underneath it, and fixes that first.
Where marks are lost
Negative numbers and fractions cause more lost marks in Form 1 than any new chapter. Subtracting a negative, dividing by a fraction, and keeping the signs right across a long line of working are habits, and they are built with short daily practice more than with explanation.
Working is the other leak. Questions give marks for method, so a student who does the arithmetic in their head and writes only the answer loses every method mark the moment one number slips. Tutors ask for one line per step until it becomes the student's own habit.
Word problems in Form 2 and Form 3, on speed, consumer mathematics and scale drawings, are mostly a reading exercise. Students practise turning each sentence into a quantity or an equation before calculating anything.
Consumer Mathematics in Form 3
Form 3 Consumer Mathematics covers savings, investments, credit and debt: simple and compound interest, returns on investment, and the cost of borrowing on a credit card or a loan. The calculations are short, but each question hides one decision, such as whether interest is compounded yearly or monthly, and students who read past it get a confident wrong answer. The worked example below shows the pattern.
A question, worked through
A Form 3 Consumer Mathematics question on compound interest, of the kind set in school tests and UASA papers. The compounding period decides the formula, so the working names it first.
Question
Puan Lim saves RM5000 in an account that pays 4% interest a year, compounded once a year. How much money is in the account after 3 years?
- Name the values: principal P = RM5000, annual rate r = 0.04, compounded n = 1 time a year, for t = 3 years.
- Use the compound interest formula: MV = P(1 + r/n)^(nt) = 5000(1 + 0.04)³.
- Work out the growth factor: 1.04³ = 1.124864.
- Multiply: 5000 × 1.124864 = 5624.32.
- Check the size of the answer: simple interest would give 5000 + 3 × 200 = RM5600, and compound interest should be slightly more. It is.
Answer RM5624.32 is in the account after 3 years.
Frequently asked questions
My child did well in primary Maths but is struggling in Form 1. Why?
Form 1 Mathematics switches from arithmetic to algebra within weeks, and negative numbers and fractions appear in almost every chapter. Students who learnt one method per question type in primary school need to learn why each step works, and a tutor can usually close that gap in a term if it is caught early.
Does Form 3 Mathematics affect the science stream?
In many schools, yes. Form 3 results in Mathematics and Science are commonly used when students are placed into the science stream for Form 4, so Form 3 is the year to fix a weak Mathematics result.
Is lower secondary Mathematics taught in English or Bahasa Melayu?
Whichever the school uses. DLP students learn and answer Mathematics in English, and other students learn it in Bahasa Melayu as Matematik. The tutor uses the same terms as the school.
How much does Form 1 to 3 Mathematics tuition cost?
The fee depends on the format (1-to-1 or a small group), how many classes a week and the tutor, so there is no single figure. Send an academic advisor your child's form and latest Mathematics result on WhatsApp, and you will get the current packages and a quote, usually within one working day.