Maths Tutoring For Primary & High School
We offer maths tutoring for students across all levels of primary and high school. Our expert maths tutors adapt to each student’s unique learning style and pace, ensuring personalised support for every student.
Our comprehensive maths tutoring includes:
- Primary school Kindy to Year 6
- High school Year 7 to 10
- High school Year 11 & 12 – Maths Standard, Advanced, Extension 1
Our maths tutoring is offered as online, private, face-to-face, and group lessons.
Maths Tutoring For Academic Success
Individualised Support
Maths tutoring provides personalised attention, allowing students to receive help tailored to their specific strengths and weaknesses.
Preparation for Exams
Maths tutoring aids exam readiness by offering practice exams, focused instruction on exam topics, and strategies for tackling various question types.
Increased Confidence
As students gain a better understanding of mathematical concepts through maths tutoring, their confidence in their abilities often grows.
STRUCTured Learning ALIGNED WITH The nsw school curriculum
Maths Tutoring Syllabuses That Help Students Stay Ahead
Mathematics syllabus lays the foundation for young learners’ mathematical understanding and skills. It focuses on introducing basic mathematical concepts through hands-on and play-based activities. The curriculum aims to develop students’ numeracy, problem-solving abilities, spatial awareness, and mathematical language, fostering a positive attitude towards mathematics from an early age.
Most Important Points:
- Number Recognition and Counting: Kindergarten Mathematics emphasizes teaching students to recognize numbers, count objects, and develop a basic understanding of numerical quantities
- Patterns and Sorting: The syllabus introduces students to patterns and sorting activities, helping them develop logical reasoning and classification skills.
- Shapes and Spatial Awareness: Kindy students explore different shapes and spatial concepts, laying the groundwork for geometry and spatial understanding.
- Measurement: The curriculum introduces basic measurement concepts, such as length, height, and weight, through practical and hands-on activities.
- Problem Solving: Kindergarten Mathematics focuses on nurturing problem-solving skills, encouraging students to think critically and apply mathematical concepts to real-life situations.
Year 1 Mathematics syllabus aims to build a strong foundation in mathematical concepts for young learners. It centres on developing students’ numeracy skills, understanding of basic operations, measurement, geometry, and problem-solving abilities. The curriculum employs a hands-on and practical approach, engaging students in activities that foster mathematical thinking and application.
Important Points:
- Numeracy Skills: Focuses on developing students’ ability to recognise and count numbers, understand number patterns, and build a solid grasp of numerical concepts
- Addition and Subtraction: The syllabus introduces basic addition and subtraction principles, enabling students to solve simple mathematical problems and build computational skills.
- Measurement: Explore measurement concepts, such as length, mass, time, and money, using appropriate units and tools to understand the concept of measurement.
- Geometry: Introduces basic 2D and 3D shapes, encouraging students to identify, compare, and describe shapes in their environment.
- Problem Solving: Emphasises fostering problem-solving abilities in students, encouraging them to apply mathematical strategies to real-life situations and mathematical puzzles.
Year 2 Mathematics syllabus aims to further develop students’ mathematical understanding and skills. It focuses on building upon the foundational concepts introduced in Year 1, with an emphasis on numeracy, addition and subtraction, multiplication and division, measurement, and geometry. The curriculum incorporates real-life applications and problem-solving activities to engage students and deepen their mathematical knowledge.
Important Points:
- Numeracy and Number Sense: Emphasises enhancing students’ numeracy skills, including number recognition, counting, and understanding place value.
- Addition and Subtraction: Introduces more advanced addition and subtraction concepts, teaching strategies for mental calculations and solving word problems.
- Multiplication and Division: Begin exploring basic multiplication and division, developing an understanding of these operations through hands-on activities.
- Measurement: Focuses on measurement concepts such as length, mass, capacity, time, and money, enabling students to apply measurement principles in real-life situations.
- Geometry and Shapes: Introduces more complex 2D and 3D shapes, allowing students to identify and classify them based on their properties and relationships.
The Year 3 Mathematics syllabus builds upon the foundational mathematical concepts introduced in earlier years. It centres on further developing students’ numeracy skills, problem-solving abilities, understanding of operations, measurement, and geometry. The curriculum encourages critical thinking and application of mathematical concepts in real-life situations, fostering a deeper appreciation for mathematics as an essential tool for everyday life and future academic pursuits.
Important Points:
- Numeracy and Place Value: Emphasises strengthening students’ numeracy skills, including understanding place value, comparing and ordering numbers, and working with larger numbers.
- Addition and Subtraction: Focuses on refining students’ addition and subtraction skills, introducing mental strategies and written methods for solving multi-digit problems.
- Multiplication and Division: Year 3 students continue to develop their understanding of multiplication and division, learning multiplication tables and applying strategies for division.
- Measurement and Time: Introduces more complex measurement concepts, such as perimeter, area, and volume, as well as teaching students to read and interpret time on both analog and digital clocks.
- Geometry and Fractions: Introduces students to more advanced geometric concepts, such as angles, symmetry, and 2D shapes’ properties. Additionally, students explore fractions, understanding their representation and basic operations
The Year 4 Mathematics syllabus builds upon the foundational concepts learned in earlier years and aims to further develop students’ mathematical skills and understanding. It centres on enhancing students’ numeracy skills, problem-solving abilities, knowledge of operations, measurement, geometry, and introduces basic concepts of fractions. The curriculum encourages students to apply mathematical concepts in practical and real-life situations, fostering critical thinking and mathematical fluency.
Important Points
- Numeracy and Place Value: Emphasises consolidating students’ understanding of place value, extending to larger numbers, and exploring decimals
- Addition and Subtraction, Multiplication and Division: Focuses on refining mental and written strategies for addition, subtraction, multiplication, and division of larger numbers.
- Measurement and Time: Engage in more complex measurement concepts, including converting units of measurement, and deepen their understanding of time concepts
- Geometry and Symmetry: Introduces students to more advanced geometric concepts, such as angles, lines, and symmetry, encouraging them to identify and describe these properties.
- Fractions: Introduces the basic concepts of fractions, including identifying, comparing, and adding simple fractions, laying the foundation for more advanced fraction operations
The Year 5 Mathematics syllabus is designed to further develop students’ mathematical understanding and skills. It centers on strengthening their numeracy abilities, problem-solving skills, knowledge of operations, measurement, geometry, and introduces concepts of decimals, percentages, and basic algebra. The curriculum encourages critical thinking, mathematical reasoning, and practical application of mathematical concepts in various contexts, preparing students for more advanced mathematical challenges in subsequent years.
Important Points:
- Numeracy and Place Value: Emphasises consolidating students’ understanding of place value, decimals, and applying this knowledge to solve problems involving larger numbers.
- Addition, Subtraction, Multiplication and Division: Focuses on refining mental and written strategies for all four operations, including solving multi-step problems.
- Measurement and Time: Engage in more complex measurement concepts, including conversions between units, and further develop their understanding of time concepts
- Geometry and Angles: Introduces more advanced geometric concepts, such as types of angles, triangles, and quadrilaterals, encouraging students to identify and describe these properties.
- Fractions, Decimals and Percentages: Introduces the relationships between fractions, decimals, and percentages, teaching students to convert between these forms and apply them in real-life situations
The Year 6 Mathematics syllabus is designed to further advance students’ mathematical proficiency and problem-solving skills. It centres on consolidating their understanding of numeracy, operations, measurement, geometry, and introduces concepts of fractions, decimals, percentages, and algebra. The curriculum encourages students to apply mathematical concepts in real-life situations, engage in mathematical reasoning, and prepares them for more advanced mathematical topics in secondary education.
Important Points:
- Numeracy and Place Value: Focuses on reinforcing students’ understanding of place value, decimals, and applying this knowledge to solve complex problems involving larger numbers.
- Operations: Refines students’ skills in all four operations, including long division, fractions, and decimals, preparing them for more advanced mathematical concepts
- Measurement and Geometry: Engage in more advanced measurement concepts, such as area, volume, and surface area, while further exploring geometric properties and relationships.
- Fractions, Decimals and Percentages: Deepens students’ understanding of the relationships between fractions, decimals, and percentages, enabling them to apply these concepts in real-world situations.
- Algebraic Thinking: Introduces basic algebraic concepts, including simple equations and expressions, laying the groundwork for algebra in secondary education.
- Numeracy and Problem-Solving: Year 7 Mathematics aims to strengthen students’ understanding of numeracy and their ability to apply mathematical concepts to solve problems.
- Algebra and Geometry: The curriculum introduces basic algebraic concepts and further explores geometric properties and relationships.
- Measurement and Data Analysis: Students engage in more complex measurement concepts and learn to analyze and interpret data.
- Operations: Year 7 focuses on refining students’ skills in all four mathematical operations, including fractions and decimals.
- Practical Applications: Mathematics is taught with a focus on real-life applications to make it relevant and meaningful to students.
- Advanced Algebra and Geometry: Year 8 Mathematics introduces more complex algebraic concepts and further explores geometric properties and relationships.
- Probability and Statistics: The curriculum covers probability concepts and data analysis, teaching students to make informed decisions based on data.
- Measurement and Trigonometry: Students engage in more advanced measurement concepts, and basic trigonometric principles are introduced.
- Problem-Solving: Year 8 focuses on developing students’ problem-solving skills by applying mathematical concepts to practical situations.
- Real-life Applications: Mathematics is taught with a focus on real-life applications to make it relevant and meaningful to students.
- Advanced Algebra and Trigonometry: Year 9 Mathematics introduces more advanced algebraic concepts and deeper exploration of trigonometric principles.
- Geometry and Measurement: The curriculum covers complex geometric concepts and measurement principles, including area, volume, and angles.
- Probability and Statistics: Students delve deeper into probability concepts and data analysis, preparing them for real-world applications.
- Problem-Solving: Year 9 focuses on developing students’ problem-solving skills by applying mathematical concepts to complex and practical scenarios.
- Real-life Applications: Mathematics is taught with a focus on real-life applications, demonstrating how mathematics is relevant in various contexts.
- Advanced Algebra and Calculus: Year 10 Mathematics introduces advanced algebraic concepts and the fundamentals of calculus.
- Geometry and Trigonometry: The curriculum covers complex geometric concepts and advanced trigonometric principles.
- Probability and Statistics: Students delve deeper into probability concepts and more advanced data analysis techniques.
- Real-life Applications: Mathematics is taught with a focus on real-life applications, demonstrating how mathematics is relevant and applicable in various fields.
- Problem-Solving: Year 10 continues to develop students’ problem-solving skills by applying mathematical concepts to more complex and practical scenarios.
Standard Mathis aims to develop students’ mathematical proficiency and problem-solving skills. The course covers a range of topics, including algebra, geometry, probability, and statistics. Students learn to apply mathematical concepts in real-world contexts and develop the ability to analyse and interpret data. Standard Mathematics syllabus prepares students for practical applications of mathematics in various fields and equips them with essential quantitative skills for everyday life and future studies or careers.
Topics Covered:
• Algebra: The Algebra topic introduces students to fundamental algebraic concepts, including linear and quadratic equations, inequalities, and simultaneous equations. Students learn to solve equations and manipulate algebraic expressions, providing a basis for more complex mathematical applications.
• Functions and Graphs: In this topic, students explore various types of functions, including linear, quadratic, and exponential functions. They learn to represent functions graphically and analyse their properties, understanding the relationship between variables and their graphical representations.
• Trigonometry: Trigonometry covers the study of angles and triangles, focusing on trigonometric ratios and identities. Students learn to solve trigonometric equations and apply trigonometry to solve problems involving angles and distances.
• Probability and Statistics: This topic introduces students to the principles of probability and statistical analysis. They learn to interpret data using measures of central tendency and dispersion, as well as conduct experiments and make predictions based on probability calculations.
Advanced Mathematics course is designed to challenge and extend students with a strong aptitude for mathematics. The course covers a range of advanced topics, including algebra, calculus, statistics, and geometry. Students develop a deep understanding of mathematical principles and problem-solving techniques, preparing them for higher-level studies in mathematics, science, engineering, or related fields. The Advanced Mathematics syllabus emphasises theoretical concepts, mathematical reasoning, and complex applications, equipping students with the skills to tackle advanced mathematical challenges and contribute to cutting-edge research and innovation
Topics Covered:
• Advanced Algebra and Functions: The Advanced Algebra and Functions topic delves into advanced algebraic concepts, including polynomial and rational functions, exponential and logarithmic functions, and sequences and series. Students explore the properties and behaviour of these functions and learn to solve complex equations and inequalities.
• Calculus: Calculus covers the study of rates of change and the concept of limits. Students learn about differentiation and integration, enabling them to analyse and model the behaviour of functions in various contexts. Calculus forms the foundation for advanced studies in mathematics and sciences.
• Probability and Statistics: This topic introduces advanced probability concepts and statistical analysis. Students study probability distributions, hypothesis testing, and confidence intervals. They also explore how statistical methods are used to make predictions and draw conclusions from data.
• Geometry and Trigonometry: The Geometry and Trigonometry topic focuses on advanced geometric principles and trigonometric identities. Students explore properties of triangles, circles, and other geometric figures. They also deepen their understanding of trigonometric functions and their applications in solving complex problems.
Extension 1 Mathematics curriculum is designed for students with a strong aptitude and passion for mathematics. The course focuses on extending students’ understanding of mathematical concepts and challenging them with more advanced topics. It covers a range of modules, including algebra, calculus, and geometry. Students engage in rigorous mathematical thinking, problem-solving, and proof-based exploration. The course prepares students for higher-level mathematics studies in Year 12 and beyond, providing them with a solid foundation for advanced mathematical and scientific endeavours.
Modules Covered:
Module 1: Algebra and Calculus:
Module 1 delves into advanced algebraic and calculus concepts. Students explore functions, sequences, series, and complex numbers. They learn about the properties and behavior of these functions and study advanced differentiation and integration techniques, laying the groundwork for more complex mathematical analyses.
Module 2: Geometry and Algebra:
In this module, students study the interaction between algebra and geometry. They explore concepts such as conic sections, parametric equations, and vectors. Students learn to manipulate algebraic equations and representations to solve geometric problems, fostering connections between different areas of mathematics.
Module 3: Graphs and Relations:
Module 3 focuses on graph theory and the study of relations and functions. Students examine properties of graphs, including planar graphs, trees, and networks. They explore the application of graph theory in solving problems related to networks, connectivity, and optimization.
Module 4: Trigonometry and Hyperbolic Functions:
This module extends students’ understanding of trigonometry and introduces hyperbolic functions. Students study advanced trigonometric identities, applications of trigonometry in real-world contexts, and hyperbolic functions and their properties.
The Standard Maths course aims to develop students’ mathematical proficiency and problem-solving skills. The course covers a range of topics, including algebra, geometry, probability, and statistics. Students learn to apply mathematical concepts in real-world contexts and develop the ability to analyse and interpret data. Standard Mathematics syllabus prepares students for practical applications of mathematics in various fields and equips them with essential quantitative skills for everyday life and future studies or careers.
Topics Covered:
• Algebra: The Algebra topic introduces students to fundamental algebraic concepts, including linear and quadratic equations, inequalities, and simultaneous equations. Students learn to solve equations and manipulate algebraic expressions, providing a basis for more complex mathematical applications.
• Functions and Graphs: In this topic, students explore various types of functions, including linear, quadratic, and exponential functions. They learn to represent functions graphically and analyse their properties, understanding the relationship between variables and their graphical representations.
• Trigonometry: Trigonometry covers the study of angles and triangles, focusing on trigonometric ratios and identities. Students learn to solve trigonometric equations and apply trigonometry to solve problems involving angles and distances.
• Probability and Statistics: This topic introduces students to the principles of probability and statistical analysis. They learn to interpret data using measures of central tendency and dispersion, as well as conduct experiments and make predictions based on probability calculations.
Advanced Mathematics course is designed to challenge and extend students with a strong aptitude for mathematics. The course covers a range of advanced topics, including algebra, calculus, statistics, and geometry. Students develop a deep understanding of mathematical principles and problem-solving techniques, preparing them for higher-level studies in mathematics, science, engineering, or related fields. The Advanced Mathematics syllabus emphasises theoretical concepts, mathematical reasoning, and complex applications, equipping students with the skills to tackle advanced mathematical challenges and contribute to cutting-edge research and innovation.
Topics Covered:
• Advanced Algebra and Functions: The Advanced Algebra and Functions topic delves into advanced algebraic concepts, including polynomial and rational functions, exponential and logarithmic functions, and sequences and series. Students explore the properties and behaviour of these functions and learn to solve complex equations and inequalities.
• Calculus: Calculus covers the study of rates of change and the concept of limits. Students learn about differentiation and integration, enabling them to analyse and model the behaviour of functions in various contexts. Calculus forms the foundation for advanced studies in mathematics and sciences.
• Probability and Statistics: This topic introduces advanced probability concepts and statistical analysis. Students study probability distributions, hypothesis testing, and confidence intervals. They also explore how statistical methods are used to make predictions and draw conclusions from data.
• Geometry and Trigonometry: The Geometry and Trigonometry topic focuses on advanced geometric principles and trigonometric identities. Students explore properties of triangles, circles, and other geometric figures. They also deepen their understanding of trigonometric functions and their applications in solving complex problems.
Extension 1 Mathematics curriculum builds upon the advanced concepts learned in Year 11 and further challenges students with complex mathematical topics. The course is designed for students with a deep interest and aptitude for mathematics. It covers a range of modules, including advanced calculus, algebra, and complex numbers. Students engage in rigorous mathematical thinking, problem-solving, and abstract reasoning. The course prepares students for advanced studies in mathematics, science, engineering, and other quantitative fields, equipping them with the skills to tackle intricate mathematical challenges and contribute to advanced research.
Modules Covered:
Module 1: Calculus:
Module 1 extends students’ understanding of calculus with a focus on advanced techniques. Students study further applications of differentiation and integration, including applications in physics and engineering. They also explore topics such as polar coordinates and parametric equations.
Module 2: Algebra and Calculus:
In this module, students explore the relationship between algebra and calculus in greater depth. They study complex numbers, numerical methods, and further algebraic techniques. Students also investigate how calculus can be used to solve complex problems in algebra.
Module 3: Geometry and Algebra:
Module 3 delves into advanced geometric concepts and their connections to algebra. Students explore vectors in three dimensions, vector equations of lines and planes, and further applications of vectors in geometry. They also study calculus techniques related to vector functions.
Module 4: Combinatorics and Graph Theory:
This module focuses on combinatorics and graph theory. Students study advanced counting techniques, generating functions, and graph theory concepts. They explore problems related to networks, optimisation, and graph colouring.
Choosing Pioneer Education For Your Maths Tutoring
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For those who enjoy a classroom setting. Group tutoring are an effective approach to learning, with support, social interaction, and a sense of community.
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FAQS
We begin by conducting an initial assessment to identify each student’s strengths, weaknesses, and learning style. Based on this assessment, we develop personalised learning plans to address their specific needs and goals.
Absolutely! Our tutors are available to assist students with homework assignments, exam preparation, and any other academic challenges they may encounter. We provide targeted support to help students build confidence and achieve success.
Our tutors are carefully selected through strict criteria to ensure they deliver a high quality tutoring service. They are subject experts with thorough knowledge of the school syllabus. All tutors are WWCC-certified professionals who foster a safe and respectful environment, creating a positive learning experience.
If you need to cancel or reschedule a tutoring session, please notify us as soon as possible. We understand that life can be unpredictable, and we’ll do our best to accommodate your needs. In most cases the tutor will send you the learning materials and mark the work. Please refer to our cancellation and rescheduling policy for more information.