Numbers & operations
Build confidence with numbers, factors and fractions.
Mathematics, one idea at a time
Make maths
make sense.
Go beyond remembering a formula. See why it works, follow a clear example and build the confidence to solve the next problem yourself.
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From “I don’t get it” to “I can do this.”
Clear ideas · Worked examples · Practice
The right maths. At the right level.
Choose your board and class before you explore. No mixed-up chapters from different stages.
Shapes & measurement
Understand angles, space and the measurements that describe them.
Patterns & reasoning
Look for relationships and explain the logic behind a solution.
Browse mapped chapters and concepts Cambridge Lower Secondary (Classes 6–8)
Cambridge Lower Secondary (Classes 6–8) — Mathematics
3 concepts mapped for this path.
Algebra
Geometry
- Angles and ShapesUse angle rules to find missing angles.Start
Aligned to the Cambridge Pathway (Primary, Lower Secondary, IGCSE, International AS & A Level) · 2025–26 series · Mapping reviewed 2026-08-29. This is a concept-map preview; full lessons and saved progress require an account.
Start Cambridge Lower Secondary (Classes 6–8) mathsOne idea. Three ways to understand it.
A small preview of how an abstract idea becomes something you can see and use.
What does three quarters really mean?
Split one whole into four equal parts. Take three of them. That is 3/4.
Each mark is one quarter of the distance from 0 to 1. Three equal steps land at 3/4.
- Make equal groups. 20 ÷ 4 = 5 in each group.
- Take three groups. 5 × 3 = 15.
- Check the meaning. 15 is three quarters of the original 20.
Try it yourself
Find 3/4 of 20.
Divide 20 into four equal groups, then take three groups.
Choose an answer to see each step.
Understand the answer.
A worked example explains each step—not just the final number.
Try the sample lessonBuild understanding, not a pile of formulas.
A clear learning loop for the moments when maths feels difficult.
Understand the idea
Start with plain-language explanations and meaningful examples.
Practise the method
Apply the idea and work through the reasoning behind each step.
Return with confidence
Revisit what needs attention and connect it to the next concept.
A little clearer today. A little stronger tomorrow.
Choose a maths concept and take the next step at your own pace.