Math Tuition

Significant figures, decimal places and estimation in Secondary 1, and why premature rounding costs marks all the way to A-Levels.

Solving linear equations in Secondary 1, including fractional and worded forms, and the habits that prevent errors.

Sampling distributions, the Central Limit Theorem and confidence intervals in H2 Mathematics.

Setting up a binomial model, checking its conditions, and computing with it in H2 Mathematics.

Expressing a sum of sine and cosine as a single ratio, and using it to solve equations and find extrema.

Tree diagrams, independent and dependent events in E-Math probability, and the reasoning that earns marks.

Curved surfaces and slant heights in Secondary 2 mensuration, plus the errors that cost accuracy marks.

Prime factorisation, highest common factor and lowest common multiple in Secondary 1, and where students go wrong.

Curve sketching, asymptotes and transformations in H2 Mathematics, and what the calculator cannot do for you.

Finding tangents and normals with calculus in A-Math: the sequence, and the step students skip.