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Math with
Mr Hunte

Welcome to your Mathematics PRACTICE hub!

Whether you want to build confidence one topic at a time or challenge yourself under exam conditions, you’re in the right place. Choose Topic Practice to focus on specific areas of maths with guided questions, or select Exam Practice to work through full papers just like the real thing. Learn at your own pace, strengthen your understanding, and get exam-ready with practice designed to help you succeed.

TYPE
YEAR
TOPIC

2005 Paper 02

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2012 Paper 02

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2012 Paper 03

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2013 Paper 01

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2013 Paper 02

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2013 Paper 03

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2014 Paper 02

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2014 Paper 03

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2015 Paper 02

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2015 Paper 03

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2016 Paper 02

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2016 Paper 03

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2017 Paper 02

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2017 Paper 03

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2018 HC IA (Module 2)

Harrison College

Internal Assessment (SBA) for Module 2

2018

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2018 Paper 02

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2018 Paper 03

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2019 HC IA (Module 2)

Harrison College

Internal Assessment (SBA) for Module 2

2018

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2019 Paper 02

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2019 Paper 03

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2020 Paper 01

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2020 Paper 03

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2021 Paper 01

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2021 Paper 02

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2022 Paper 02

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2022 Paper 03

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2023 Paper 02

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2024 Paper 02

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2025 Paper 02

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Area Under a Curve

Use Integration to solve problems involving areas and curves.

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Binary Operations

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Continuity

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Differential Equations

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Differentiation

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Disquised Quadratics

Use algebraic substitution to solve equations reducible to quadratic equations.

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Equation of a Circle

Solve problems involving the properties of circles.

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Factor and Remainder Theorem

Use the Factor Theorem to find factors and to evaluate unknown coefficients.

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Functions

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Harmonic Form

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Integration

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Laws of Indices

Apply the various laws of indices.

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Limits

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Locus of a Point

Describe the path of curves algebraically.

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Logarithmic and Exponential Equations

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Mathematical Induction

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Modulus

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Parametric Equations

Obtain Cratesian equations given parametric representation.

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Polynomials

Use the concept of identity of polynomial expressions.

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Proofs

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Rate of Change

Problems involving rates of change.

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Reasoning and Logic

Compound propositions, truth tables, implications, logical equivalence, oncerse, contrapositive and inverse.

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Sigma Notation

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Sum and Product of Roots

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Surds

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Trigonometric Identities

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Vectors

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Volume of Revolution

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