Link to SQA Website:

National 4

National 5

Higher

Advanced Higher

Links to General Info:

BBC Bitesize (all levels)

Maths Revision (all levels)

National 5 & Higher Videos and Revision Materials

National 4 Resources

National 5 Resources

Higher Resources

Advanced Higher Resources

Studying maths helps us to find patterns and structure in our lives. Practically, maths helps us put a price on things, create graphics, build websites, build skyscrapers and generally understand how things work or predict how they might change over time and under different conditions.

Mathematics is an exciting and varied subject that can open up a lot of opportunities for students. The study of mathematics makes you better at solving problems. It gives you skills that you can use across other subjects and apply in many different job roles.

In S1 to S3 students will be introduced to many different areas of mathematics. Pupils will cover topics such as:

• Expressions and Equations
• Properties of 2D and 3D Shapes
• Data Analysis
• Probability
• Distance, Speed and Time
• Fractions, Decimals and Percentages
• Powers and Roots
• Multiples, Factors and Primes
• Integers

Every student will have access to Mathematics booklets, textbooks, a homework programme and homework booklets. All students are members of the mathematics digital team which contains a wealth of resources such as, course outlines, video tutorials, mathematics notes, homework, and revision materials.

Mathematics is important in everyday life, allowing us to make sense of the world around us and to manage our lives. Using mathematics enables us to model real-life situations and make connections and informed predictions. It equips us with the skills we need to interpret and analyse information, simplify and solve problems, assess risk and make informed decisions.

This Course will develop learners’ ability to:

• understand and use straightforward mathematical concepts and relationships
• select and apply straightforward operational skills in algebra, geometry, trigonometry and statistics within familiar mathematical contexts
• select and apply straightforward skills in numeracy
• use straightforward mathematical models
• use mathematical reasoning skills to interpret information presented in straightforward ways, to select a strategy to solve a problem, and to communicate solutions

Every student studying National 4 Mathematics will have access to Mathematics booklets and textbooks. All students are members of the mathematics digital team which contains a wealth of resources such as, course outlines, video tutorials, mathematics notes, homework, and revision materials.

Students will complete three SQA units:
Expressions and Formulae
Relationships
Numeracy

All Units are internally assessed and will be assessed on a pass/fail basis. Students must pass all three units and an Added Value Unit. In the Added Value Unit the learner will draw on and apply the skills they have learned across the other three Units. This will be assessed through a test, which will offer opportunities to demonstrate the breadth of knowledge and skills acquired from across the Units of the Course.

Throughout this course, students acquire and apply operational skills necessary for developing mathematical ideas through symbolic representation and diagrams. They select and apply mathematical techniques and develop their understanding of the interdependencies within mathematics. Pupils develop mathematical reasoning skills and gain experience in making informed decisions.

The following provides a broad overview of the subject skills, knowledge and understanding developed in the course:

• understand and use mathematical concepts and relationships
• select and apply numerical skills
• select and apply skills in algebra, geometry, trigonometry and statistics
• use mathematical models
• use mathematical reasoning skills to interpret information, to select a strategy to solve a problem, and to communicate solutions

Every student studying National 5 Mathematics will have access to Mathematics booklets, textbooks, a notes jotter and homework booklets. All students are members of the mathematics digital team which contains a wealth of resources such as, course outlines, video tutorials, mathematics notes, homework, and revision materials.

The course assessment has two components.

Component 1: question paper — paper 1 (non-calculator)
Component 2: question paper — paper 2

The Higher Mathematics course develops, deepens and extends the mathematical skills necessary at this level and beyond.

Throughout this course, students acquire and apply operational skills necessary for developing mathematical ideas through symbolic representation and diagrams. They select and apply mathematical techniques and develop their understanding of the interdependencies within mathematics. Candidates also develop mathematical reasoning skills and gain experience in making informed decisions.

Students will be introduced to topics such as:

• Calculus
• The Straight Line
• Circle Properties
• Recurrence Relations
• Functions and Graphs of Functions
• Vectors
• Exponential and Logarithmic Functions
• Trigonometric Functions including Wave Function
• Polynomials
• Quadratic Functions

The course assessment has two components.

Component 1: question paper — paper 1 (non-calculator)
Component 2: question paper — paper 2

Every student studying Higher Mathematics will have access to Mathematics booklets, textbooks, a notes jotter and homework booklets. All students are members of the mathematics digital team which contains a wealth of resources such as, course outlines, video tutorials, mathematics notes, homework, and revision materials.

The Advanced Higher Mathematics course develops, deepens and extends the mathematical skills necessary at this level and beyond.

Throughout this course, candidates acquire and apply operational skills necessary for exploring complex mathematical ideas. They select and apply mathematical techniques and develop their understanding of the interdependencies within mathematics. Candidates develop mathematical reasoning skills and gain experience in making informed decisions. The skills, knowledge and understanding in the course also support learning in technology, science, and social studies.  The importance of logical thinking and proof is emphasised throughout the course.

Study at Advanced Higher Maths level will provide excellent preparation for your studies when at university. Some universities may require you to gain a pass at AH Maths to be accepted onto the course of your choice. The AH Maths course is fast paced so students must do their very best to keep on top of their studies.

Students will be introduced to topics such as:

• The Binomial Theorem
• Differential calculus
• Integral calculus
• Complex Numbers
• Sequences and Series
• Matrices
• Matrices
• Vectors
• Formal Proof
• Properties of Functions
• Number Theory

The course assessment has two components.

Component 1: question paper — paper 1 (non-calculator)
Component 2: question paper — paper 2

Every student studying Advanced Higher Mathematics will have access to Mathematics booklets, textbooks, a notes jotter and homework resources. All students are members of the mathematics digital team which contains a wealth of resources such as, course outlines, video tutorials, mathematics notes, homework, and revision materials.