Overview - Maths Methods Units 3 & 4

Maths Methods Units 3 & 4 Tutoring at TuteSmart

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12:00pm
Sunday
Mathematical Methods provides the foundation for a large range of degrees at university, mostly targeting business and STEM based courses. It provides students with a solid foundation of various commonly used mathematical concepts, including calculus and statistics. The subject is at least recommended knowledge, if not assumed or mandatory for these disciplines. The extent of the students’ understanding in this course may therefore be pivotal for their pathways in the future.

Studying Maths Methods Units 3 & 4, at TuteSmart

This essentiates that students will effectively retain what they learn, and become confident in communicating these concepts in various new circumstances. Our tutors are well-accustomed to doing so, having used said concepts frequently even through their current studies. They demonstrate how the mathematical tools can be used both in practical applications, and through exam-based means. By doing so, the students become well prepared for the external exam, and also various internal assessments they may come across throughout the year.

QCE Maths Methods Units 3 & 4 Tutors

Rishi

ATAR 99.85

QCE Maths Methods Units 3 & 4 Curriculum

Course Overview
The logarithmic function: Transformations + logarithmic modelling
Further differentiation and applications: Exponentials
Further differentiation and applications: Logarithms + exponential modelling
3.2 Further differentiation and applications: Trigonometry
Further differentiation and applications: Stationary points + The second derivative
Practice exam on further differentiation
Practice Exam Review
Further differentiation and applications: Trig, exponentials, logs Review
Further differentiation and applications: Second derivative + optimisation
Practice Exam on further differentiation
Practice Exam Review
Trigonometric functions 2: Cosine and sine rules, area=1/2absinc
4.2 Trigonometric functions 2: Bearings, 3D trigonometry
3.3 Integrals: Notation, definite and indefinite integrals
3.3 Integrals: Area under the curve
Practice Exam on integration
Practice Exam Review
3.3 Integrals: Reverse chain rule, Exponential integration
3.3 Integrals: Logarithmic and trigonometric integration
3.3 Integrals: Motion, rates of change
3.3 Integrals: Motion, rates of change
3.3 Integrals: Trapezoidal rule
Review of Integration
Exam on Integrals
Practice Exam Review
4.3 Discrete random variables 2: Bernoulli sequences
4.3 Discrete random variables 2: Binomial distributions
4.4 Continuous random variables 1
4.4 Continuous random variables 2
Exam on statistics
Practice Exam Review
4.4 Normal distributions
4.4 Normal distributions
4.5 Interval estimates for proportions: Random sampling
4.5 Interval estimates for proportions: Sample proportions
4.5 Interval estimates for proportions: Confidence intervals for proportions
Statistics Exam
Practice Exam Review
Mock Exam 1
Exam Review and Revision Intensive
Mock Exam 2
Exam Review and Revision Intensive
Mock Exam 2
Exam Review and Revision Intensive
Final Q & A

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