QCE Units 3&4 Maths Methods Tutoring with TuteSmart

Get an advantage in your Maths Methods studies by enrolling in TuteSmart tutoring! Work with elite QCE graduates to maximise your ATAR, and improve your marks in Maths Methods.

With comprehensive live weekly classes, TuteSmart is designed to help you get ahead in your studies. The class recordings can help you consolidate and revise as needed, helping you walk into your final exams confident.

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How TuteSmart QCE Maths Methods tutoring can help

About QCE Maths Methods tutoring:

  • ✓ Maths Methods tutoring includes topics such as differentiation and applications, trigonometric functions, integrals, continuous random variables, and normal distributions
  • ✓ As with all QCE maths subjects, success in Maths Methods requires both understanding mathematical concepts, and being able to apply them in exam situations - TuteSmart prioritises both
  • ✓ Includes revision for Maths Methods assessments and the external QCE exam

Benefit from QCE Maths Methods tutoring with:

Advanced weekly classes

Get a head start - from logarithmic modelling to random sampling, there’s a lot to know when it comes to QCE Maths Methods!

External QCE exam preparation

Your tutor will help you prepare and revise for QCE Maths Methods assessments. They might even share their own study techniques!

Improve QCE Maths Methods confidence

If you want to learn from a high achiever in QCE Maths Methods, this is your chance! Our friendly tutors are here to help.


Our Class Curriculum

  • Week 1 - Course Overview

  • Week 2 - The logarithmic function: Transformations + logarithmic modelling

  • Week 3 - Further differentiation and applications: Exponential

  • Week 4 - Further differentiation and applications: Logarithms + modelling

    Week 4 - Further differentiation and applications: Logarithms + modelling

  • Week 5 - Further differentiation and applications: Trigonometry

    Week 5 - Further differentiation and applications: Trigonometry

  • Week 6 - Further differentiation and applications: Stationary points + points of inflexion

    Week 6 - Further differentiation and applications: Stationary points + points of inflexion

  • Week 7 - Practice Exam on further differentiation

    Week 7 - Practice Exam on further differentiation

  • Week 8 - Practice exam review

    Week 8 - Practice exam review

  • Week 9 - 3.2 Further differentiation and applications: Further applications of log, exp, trigonometry Review

    Week 9 - 3.2 Further differentiation and applications: Further applications of log, exp, trigonometry Review

  • Week 10 - Further differentiation and applications: Second derivative + optimisation

    Week 10 - Further differentiation and applications: Second derivative + optimisation

  • Week 11 - Practice Exam on further differentiation

    Week 11 - Practice Exam on further differentiation

  • Week 12 - Practice Exam Review

    Week 12 - Practice Exam Review

  • Week 13 - Trigonometric functions 2: Cosine and sine rules, area=1/2absinc

    Week 13 - Trigonometric functions 2: Cosine and sine rules, area=1/2absinc

  • Week 14 - Trigonometric functions 2: Bearings, 3D trigonometry

    Week 14 - Trigonometric functions 2: Bearings, 3D trigonometry

  • Week 15 - Integrals: Anti-differentiation, Notation, definite, indefinite

    Week 15 - Integrals: Anti-differentiation, Notation, definite, indefinite

  • Week 16 - Integrals: Area under curve

    Week 16 - Integrals: Area under curve

  • Week 17 - Practice Exam on integration

    Week 17 - Practice Exam on integration

  • Week 18 - Practice Exam Review

    Week 18 - Practice Exam Review

  • Week 19 - Integrals: Reverse Chain rule, Exponential integration

    Week 19 - Integrals: Reverse Chain rule, Exponential integration

  • Week 20 - Integrals: Logarithmic integration, trigonometric integration

    Week 20 - Integrals: Logarithmic integration, trigonometric integration

  • Week 21 - Integrals: Displacement, velocity, acceleration

    Week 21 - Integrals: Displacement, velocity, acceleration

  • Week 22 - Integrals: Displacement, velocity, acceleration, rates of change

    Week 22 - Integrals: Displacement, velocity, acceleration, rates of change

  • Week 23 - Integrals: Trapezoidal rule + ambiguous case

    Week 23 - Integrals: Trapezoidal rule + ambiguous case

  • Week 24 - Review of integrals

    Week 24 - Review of integrals

  • Week 25 - Exam on Integrals

    Week 25 - Exam on Integrals

  • Week 26 - Practice Exam Review

    Week 26 - Practice Exam Review

  • Week 27 - Discrete random variables 2: Bernoulli sequences

    Week 27 - Discrete random variables 2: Bernoulli sequences

  • Week 28 - Discrete random variables 2: Binomial distributions

    Week 28 - Discrete random variables 2: Binomial distributions

  • Week 29 - Continuous random variables and the normal distribution: General continuous random variables

    Week 29 - Continuous random variables and the normal distribution: General continuous random variables

  • Week 30 - Continuous random variables and the normal distribution: General continuous random variables

    Week 30 - Continuous random variables and the normal distribution: General continuous random variables

  • Week 31 - Exam on statistics

    Week 31 - Exam on statistics

  • Week 32 - Practice Exam Review

    Week 32 - Practice Exam Review

  • Week 33 - Continuous random variables and the normal distribution: Normal distributions

    Week 33 - Continuous random variables and the normal distribution: Normal distributions

  • Week 34 - Continuous random variables and the normal distribution: Normal distributions

    Week 34 - Continuous random variables and the normal distribution: Normal distributions

  • Week 35 - Interval estimates for proportions: Random sampling

    Week 35 - Interval estimates for proportions: Random sampling

  • Week 36 - Interval estimates for proportions: Sample proportions

    Week 36 - Interval estimates for proportions: Sample proportions

  • Week 37 - Interval estimates for proportions: Confidence intervals for proportions

    Week 37 - Interval estimates for proportions: Confidence intervals for proportions

  • Week 38 - Exam on statistics

    Week 38 - Exam on statistics

  • Week 39 - Practice Exam Review

    Week 39 - Practice Exam Review

  • Week 40 - Mock Exam 1

    Week 40 - Mock Exam 1

  • Week 41 - Exam Review and Revision Intensive

    Week 41 - Exam Review and Revision Intensive

  • Week 42 - Mock Exam 2

    Week 42 - Mock Exam 2

  • Week 43 - Exam Review and Revision Intensive

    Week 43 - Exam Review and Revision Intensive

  • Week 44 - Mock Exam 3

    Week 44 - Mock Exam 3

  • Week 45 - Exam Review and Revision Intensive

    Week 45 - Exam Review and Revision Intensive

  • Week 46 - Final Q & A

    Week 46 - Final Q & A

2023 QCE Tutoring Timetable

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