This Maths course is designed for whom?

This maths program is specifically designed for Year 7 students who want to build a strong foundation in maths, improve their confidence, and get ahead in school.

What makes this program different?

We focus on deep understanding, not just memorising. Our small-group approach and expert guidance help students truly master the concepts.

What are the qualifications of the tutors?

Our tutors are highly qualified, with years of experience in teaching maths and helping students achieve top results.

Year 7 Maths Course | Expert UK Maths Classes

Course Descriptions

This course is designed to build a strong foundation in mathematics for students, preparing them for the more complex topics they will encounter starting in Year 9. From Year 9 onward, students will transition to studying GCSE Higher topics, and this course ensures they are well-equipped for that challenge.
Weekly sessions of 1 hour 15 minutes, running throughout term time, starting in September.
Each week, students will receive tutor-marked tutorials featuring questions from previous topics. This ongoing revision helps reinforce their understanding and ensures they stay connected with earlier content.
Every two months, students will take a test covering the topics they’ve studied. Their progress and achievements will be reviewed with parents, ensuring that both students and parents are kept informed and involved.
Classes will be kept small, with a maximum of 10 students per group. This ensures that each student receives individual attention, and they are encouraged to ask questions during the lesson to clarify doubts and deepen their understanding.
This course is structured to help students build a solid mathematical foundation, setting them up for success in their future GCSE studies while fostering an engaging and supportive learning environment.

Fees and Payments

First lesson is free!. £25 per session.
If students are happy to continue, they should make an advance payment for the calendar month in the first week of that month.
If a student wants to discontinue the lessons, the fees which were paid for the remainder of the month will be refunded.
Payment method will be detailed in an email at the enrolment and monthly invoices will be sent.

Course Plan – Year 7:

Complete Syllabus for Year 7 and Year 8

1. Number - Part 1

1.1. Introduction.
1.2. Calculation with decimals and negative numbers.
1.3. Prime numbers and prime factors.
1.4. HFC and LCM.

2. Algebra 1

2.1. Basic rules
2.2. Simplifying expressions.
2.3. Expanding brackets (single)
2.4. Rules of indices (Basic)
2.5. Factorizing linear expressions.
2.6. Solving linear equations.
2.7. Linear inequalities.
2.8. Formulas and substituting values into formula.

3. Fractions.

3.1. Fractions basics (Equivalent fraction / Mixed numbers / Improper fractions.)
3.2. Adding and subtracting fractions.
3.3. Multiplying and dividing fractions.

4. Angles.

4.1. Angles and lines.
4.2. Angles in triangles.
4.3. Angles in quadrilaterals.
4.4. Angles in parallel lines.
4.5. Angles in polygons.

5. Area and perimeter of 2D shapes.

5.1. Squares and rectangles.
5.2. Triangles and parallelograms.
5.3. Area of the trapezium.
5.4. Area and circumference of a circle.
5.5. Arc length and area of sectors.
5.6. Area and perimeter problems.

6. Straight line graphs – Part 1

6.1. Cartesian coordinate system.
6.2. Gradient of a straight line (positive and negative gradients).
6.3. Finding midpoint.
6.4. Drawing straight line graphs.

7. Statistics – Part 1

7.1. Finding mean, median, mode and average of a data set.
7.2. Stem and leaf diagrams.
7.3. Pie charts.
7.4. Bar charts.

8. Introduction to probability.

8.1. Experiment and outcomes.
8.2. Calculating probability.
8.3. Listing outcomes and calculating probabilities.

9. Number patterns and sequences.

9.1. Triangle and square numbers.
9.2. Pascal triangle.
9.3. Arithmetic sequences.

10. Numbers – Part 2

10.1. Subsets of real numbers.
10.2. Rounding and estimation.
10.3. Upper and lower bound.
10.4. Estimating solutions (roots) of an equation by trial and improvement.

11. Algebra – Part 2

11.1. Solving simultaneous equations (linear).
11.2. Expanding double brackets.
11.3. Expanding triple brackets.
11.4. Rules of indices.
11.5. Changing subject of the formula (simple cases).
11.6. Factorizing quadratic expressions.
11.7. Solving quadratic equations by factorization.

12. Fractions, decimals and percentages.

12.1. Simplifying fraction numbers.
12.2. Writing fractions as decimals and percentages.
12.3. Percentage increase and percentage decrease.
12.4. Reverse percentages.
12.5. Compound percentage change.
12.6. Simple and compound interest.

13. Ratio

13.1. Ratio notation.
13.2. Dividing in a given ratio.
13.3. Ratio problems.
13.4. Increasing and decreasing in a given ratio.
13.5. Ratio in maps.
13.6. Ratio equations.

14. Statistics – Part 2

14.1. Data types (Continuous and discrete data).
14.2. Finding mean, median and mode from frequency tables.
14.3. Scatter graphs and correlation.

15. 3D shapes

15.1. Finding volume and total surface area of prism.
15.2. Cylinders.
15.3. Spheres and cones.

16. Geometry – constructions

16.1. Bearing and scale drawing.
16.2. Constructions.
16.3. Loci.

17. Straight line graphs – Part 2

17.1. Equations of straight lines.
17.2. Finding gradient of a straight line.
17.3. Finding equation of a straight line.

18. Trigonometry.

18.1. Pythagoras theorem.
18.2. Sin, Cos, Tan ratios.

19. Sets.

19.1. Introduction / Set notations.
19.2. Venn diagrams.
19.3. Union, Intersection and Complement of a set.

20. Vectors basics.

20.1. Vectors and Scalars.
20.2. Column vectors.
20.3. Adding and subtracting column vectors.
20.4. Magnitude of vectors.

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Why Choose Us?

Benefits of Joining Our Programme

Strong Foundation: Before they start GCSE higher topics
Small Group Learning: Maximum 10 students per group for personalised attention.
Weekly Lessons: 1 hour and 15 minutes lessons held consistently during term time.
Homework & Feedback: Weekly homework with detailed feedback and solutions.
Progress Tracking: Tests every two months to track progress and boost exam readiness.
Regular Updates: Regular communication to keep parents informed on progress.

Don’t Just Learn Maths, Master It!

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Faq’s

Answers You’re Looking For

We use zoom for online tuition. Students can see me and writing clearly. Students can ask questions during the session. We use very interactive platform.

Yes, we provide valuable free resources for students. And we recommend some text books for GCSE and AL. you have to buy these text books.

If a tutor cancels a lesson due to illness, an extra lesson will be arranged or you will receive a refund for the missed lesson.
If a student cannot attend a group lesson, you will still receive the recorded lesson and tutorials. However, you must pay 50% of the fee for the missed lesson and inform the tutor in advance.

Yes. Students will receive weekly tutorials. They can complete and submit the tutorial before the next lesson. Your tutor will review it, and difficult questions will be discussed in class or shared via PDF or video.

This depends on the course you are enrolled in. You can find this information in each course's timetable.