Blackpool Skills Academy

Mathematics Curriculum Overview

39 Week Spiral Curriculum with Stage Progression

Mathematics in the real world

Discover where mathematics can take you

Mathematics is used every day in construction, engineering, business, technology, finance, catering and many other careers.

Students use mathematical skills to solve problems, manage money, measure accurately, interpret information and make confident decisions.

Watch the video and consider how mathematics is used across different jobs and industries.

01

Our curriculum model

How the spiral curriculum works

All students study the same broad mathematical concepts.

Progression is achieved through increasing:

  • Range
  • Precision
  • Complexity
  • Independence
  • Application

Students work at the stage appropriate to their current attainment and progress through increasingly demanding tasks within each curriculum area.

Mathematical knowledge is taught through engaging everyday, financial, vocational and problem-solving contexts. The original spiral concepts and stage progression remain explicit in each weekly topic.

Learning across the year

Half-Term Curriculum Themes

Autumn 1

Everyday Number

Four operations, place value, estimation, money and rounding.

Autumn 2

Mathematical Relationships

Fractions, decimals, percentages, ratio and sequences.

Spring 1

Shape, Space and Measure

Area, perimeter, volume, conversions, scale and time.

Spring 2

Using Maths in Life

Finance, graphs, averages, probability and interpreting data.

Summer 1

Solving Real Problems

Mixed Functional Skills investigations and practical mathematical applications.

Summer 2

Becoming Exam Ready

Revision through meaningful scenarios rather than isolated topics.

02

The learning journey

Progression Through Stages

1

Stage 1

Build Foundations

Whole numbers, simple calculations and supported learning.

Developing confidence
2

Stage 2

Apply Core Skills

Larger numbers, decimals and multi-step calculations.

Increasing independence
3

Stage 3

Reason and Solve

Mathematical reasoning and multi-step problem solving.

Independent application
4

Stage 4

Analyse and Interpret

Qualification-level mathematics and unfamiliar contexts.

Examination readiness
5

Stage 5

Decide and Apply

Real-world, vocational and employment applications.

Industry readiness
03

The 39 week programme

Curriculum Overview

Autumn Term

Everyday Number and Mathematical Relationships

Weeks 1 to 14
Week Topic Stage 1 Stage 2 Stage 3 Stage 4 Stage 5
1 Maths in My Life – Baseline Assessment Initial assessment Initial assessment Initial assessment Initial assessment Initial assessment
2 Big Numbers, Small Details – Place Value Numbers to 10,000 Numbers to 1,000,000 Decimals to 3 decimal places Standard form Real-world estimation
3 Everyday Calculations – Number Operations Single-step calculations Multi-step calculations Problem solving Financial calculations Vocational applications
4 Solving Real Problems – Number Operations Four operations Four operations with larger numbers Multi-step problems Unfamiliar contexts Examination-style reasoning
5 Number Detectives – Factors and Multiples Factors and multiples Highest common factor and lowest common multiple Prime factorisation Indices Problem solving
6 Below Zero – Negative Numbers Order integers Four operations Multi-step calculations Financial contexts Examination problems
7 Cracking the Code – Number Patterns Continue sequences Generate rules Algebraic sequences nth term GCSE application
8 Fair Shares – Fractions Understand fractions Add and subtract fractions Multiply fractions Divide fractions Complex problem solving
9 Fraction Connections – Fractions Equivalent fractions Mixed numbers Multi-step fraction problems Algebraic application Examination questions
10 Money and Measures – Decimals 1 decimal place 2 decimal places 3 decimal places Multi-step decimal calculations Financial applications
11 Sales, Savings and Change – Percentages 10%, 25%, 50% and 75% Percentage calculations Percentage change Reverse percentages Compound growth
12 Sharing Fairly – Ratio Simple sharing Ratio calculations Scale factors Direct proportion Inverse proportion
13 Scaling It Up – Ratio and Proportion Practical ratios Multi-step ratio Scale drawings Compound measures Examination problems
14 Autumn Assessment and Retrieval – Number and Proportion Stage assessment Stage assessment Stage assessment Stage assessment Stage assessment

Spring Term

Shape, Space, Measure and Using Maths in Life

Weeks 15 to 28
Week Topic Stage 1 Stage 2 Stage 3 Stage 4 Stage 5
15 Letters, Rules and Patterns – Algebra Introduction Patterns Algebraic notation Expressions Rearranging formulae Application
16 Putting Values to Work – Substitution Simple substitution Formulae Multi-step substitution Rearranging formulae Examination questions
17 Finding the Unknown – Equations One-step equations Two-step equations Multi-step equations Simultaneous equations GCSE application
18 Mapping Relationships – Graphs Coordinates Linear graphs Gradient Graph interpretation Examination questions
19 Measuring the Real World – Measures Measure to nearest unit Metric conversion Compound measures Accuracy and tolerance Vocational applications
20 Planning Your Time – Time Clocks and timetables Elapsed time Multi-step time problems Project planning Workplace scenarios
21 Managing Your Money – Money Costs and change Budgeting Percentage discounts Financial planning Tax and payslips
22 Designing a Space – Length and Perimeter Measure length Perimeter Compound shapes Multi-step problems Construction contexts
23 Covering the Space – Area Rectangles and squares Triangles Compound shapes Surface area Vocational applications
24 Packing and Storage – Volume Understand volume Cuboids Compound solids Complex volume problems Workplace applications
25 Angles in Action – Angles Basic angle facts Angles in polygons Geometric reasoning Complex angle problems Examination questions
26 Shape, Design and Movement – Shapes 2D and 3D shapes Polygons Transformations Similarity Congruence
27 Maps, Coordinates and Symmetry – Coordinates and Symmetry First quadrant Four quadrants Transformations Enlargement Complex applications
28 Spring Assessment and Retrieval – Algebra, Measure and Geometry Stage assessment Stage assessment Stage assessment Stage assessment Stage assessment

Summer Term

Solving Real Problems and Becoming Exam Ready

Weeks 29 to 39
Week Topic Stage 1 Stage 2 Stage 3 Stage 4 Stage 5
29 Finding Hidden Lengths – Pythagoras Introduction Basic calculations Multi-step applications Problem solving Examination questions
30 Measuring Heights and Distances – Trigonometry Foundation concepts Basic ratios Problem solving Examination application Vocational application
31 Asking Questions with Data – Data Collection Gather data Organise data Interpret data Evaluate data Decision making
32 Telling the Story of Data – Tables and Charts Tables and pictograms Bar charts Comparative graphs Statistical analysis Workplace reporting
33 What Is Typical? – Averages Mean Mean and median Mean, median, mode and range Data comparison Evaluation
34 Risk, Chance and Decisions – Probability Likelihood Probability scales Calculations Tree diagrams Examination questions
35 Spotting Relationships – Scatter Graphs Read data Interpret relationships Correlation Analysis Evaluation
36 Money in the Real World – Financial Maths Spending and saving Budgeting Profit and loss Tax and wages Financial decision making
37 Create Your Own Business – Vocational Mathematics Project Supported project Applied project Independent project Workplace project Extended project
38 Show What You Know – Examination Preparation Retrieval practice Retrieval practice Retrieval practice Qualification preparation Qualification preparation
39 Final Assessment and Progress Review End of Stage Review End of Stage Review End of Stage Review End of Stage Review End of Stage Review
04

What progress looks like

Progression Expectations

1

Stage 1

  • Whole numbers to 10,000
  • Decimals to 1 decimal place
  • Single-step calculations
  • Supported learning
2

Stage 2

  • Larger numbers
  • Decimals to 2 decimal places
  • Multi-step calculations
  • Increasing independence
3

Stage 3

  • Decimals to 3 decimal places
  • Mathematical reasoning
  • Multi-step problem solving
4

Stage 4

  • Qualification-level mathematics
  • Unfamiliar contexts
  • Examination-style questions
5

Stage 5

  • Employment, apprenticeship and GCSE readiness
  • Independent mathematical decision making
  • Real-world and vocational application

The purpose of the programme

Curriculum Intent

The mathematics curriculum at Blackpool Skills Academy develops confident, resilient and independent learners who can apply mathematical knowledge accurately in education, employment and everyday life.

Through a carefully sequenced spiral curriculum, students revisit number, algebra, measures, geometry, statistics, probability and financial mathematics with increasing range, precision, complexity, independence and application.

Mathematics is taught through accessible everyday situations, financial scenarios, vocational projects and practical problem solving. This helps students understand why mathematics matters and how it connects to their future choices.

The curriculum prepares students for Functional Skills, GCSE Mathematics, further education, apprenticeships, employment and independent adult life.