Number sense
Compare quantities, estimate answers and use place value and signed numbers to check whether a calculation makes sense.
Mathematics foundations
Foundation Mathematics
Build confidence with number, fractions, ratio and early algebra through a plan based on the gaps in your current school work.
Maths Foundations
TrackMathematics foundations
LevelSchool foundations
FocusStronger topic understanding
Number sense
Fractions and percentages
Ratio and measurement
Early algebra
Geometry and data
What do the course name and level mean?
The title describes the learning focus. Foundation Mathematics builds essential skills and is separate from a GCSE Foundation entry. For school or university courses, the board or institution’s specification code identifies what you study, not your score.
Route Navigator
Explore Mathematics foundations
Choose the course that matches your school entry or discuss the exact scope of specialist support.
Student Fit
Who should take Maths Foundations?
School students who need to rebuild essential mathematics before moving to more demanding topics.
Students who can share recent work so practice targets the first uncertain step.
Learners who want guided explanations followed by independent attempts.
Syllabus Map
Maths Foundations learning plan
A tutoring overview, adapted to your starting point and school or institution requirements. Confirm the specification, entry route and assessment year before selecting exam materials.
Fractions and percentages
Connect pictures, fractions, decimals and percentages before practising calculations and practical comparisons.
Ratio and measurement
Use unit rates, sharing, scales and conversions in questions where choosing the correct operation matters.
Early algebra
Translate a statement into an expression, substitute accurately and solve equations by maintaining equality.
Geometry and data
Read diagrams and scales, calculate basic measurements and explain what a chart or average tells you.
A lesson in practice
How we work on Maths Foundations
Compare 3/4 and 5/8 using a diagram, then a common denominator. The student explains why the comparison works before trying a new pair independently.
The next question changes the numbers or conditions so you can check whether the idea transfers to a new situation.
Assessment
Practice and assessment preparation
1
Short starting checks identify prerequisite gaps without assuming that school year alone determines readiness.
2
Progress is checked through fresh questions and explanations, with school test preparation added when the basics are secure.
How Classes Run
Teaching plan
- Start with the course outline, a recent marked task and a question the student finds difficult.
- Teach one priority concept, then ask the student to explain a related example without copying a solution.
- Set a short practice task and record the first incorrect step, its correction and a question to retry.
- Review progress through mixed questions and adjust the pace to demonstrated understanding.
FAQ
Common questions about Maths Foundations
Choosing lessons and preparing for your first session.
Who are these lessons for?
School students who need to rebuild essential mathematics before moving to more demanding topics.
What should I send before the introductory session?
Send your course name, topic list, a recent marked task and your assessment date. For an exam course, include the board, specification code and year of entry.
Is this a fixed syllabus or a personalised plan?
The topic map is a teaching overview. We agree the exact coverage from your school or institution materials and the gaps shown in your work.
How is progress reviewed?
We use a new question to check understanding, review the steps you can explain independently and compare recurring mistakes across practice attempts. The next lesson follows that evidence.
Outcome Focus
What students build in Maths Foundations
Stronger topic understanding
Clear reasoning
Independent practice
A focused next-step plan
Next Step
Start with a route check, not guesswork.
Bring the student's current syllabus, recent test, or university target. The introductory session can confirm whether Maths Foundations is the right path and where to begin.