11+ Mathematics practice: skills and preparation

Plusling makes 11+ maths feel approachable and rewarding — short, friendly practice that builds calculation fluency and problem-solving confidence a few minutes at a time. Mathematics practice works best when children connect accurate calculation with the reasoning needed to choose, explain, and check a method.

The exact topic mix and format vary by assessment. GL Assessment says the school or local authority chooses the subjects and the balance of question types.^[1] In Essex, the CSSE publishes past maths papers with mark schemes.^[2] FSCE, used by some grammar schools, tests only Key Stage 2 content up to the end of Year 5.^[3]

What 11+ Mathematics practice develops

Mathematics questions can test a familiar operation directly or place several ideas inside a word problem, table, chart, or diagram. The learner has to identify the information that matters, choose a sequence of steps, keep units consistent, and decide whether the result is sensible.

Fluency helps, but a fast answer from the wrong operation is not useful. A good method leaves enough working to find where an error began.

Common Mathematics question families

Materials may include:

• number and place value: ordering, rounding, factors, multiples, and properties of whole numbers;
• arithmetic: the four operations, mental strategies, written methods, and checking through estimation or inverse operations;
• fractions, decimals, percentages, and ratio: recognising equivalent forms and applying them in context;
• geometry and measure: properties of shapes, angles, coordinates, perimeter, area, time, money, and unit conversion;
• data: reading tables, charts, and simple statistics accurately; and
• multi-step problems: translating words into a sequence of calculations and rejecting irrelevant information.

These broad families help organise practice; they do not imply that every test uses all of them.

Practise one question family at a time

• Fractions, decimals and percentages: change values into one form before comparing.
• Ratio and proportion: work out what one part is worth.
• Word problems: plan the steps, then estimate to check.

A practical preparation routine

1. Begin with a small set from one skill and ask the learner to name the method before calculating.
2. Keep working legible enough to check each step, especially in multi-step problems.
3. Estimate the likely size of an answer and include units where they matter.
4. Review the first wrong step, not only the final number.
5. Mix skills only after individual methods are secure, then introduce timing that reflects the known target format.

Mathematical notation and diagrams should not hide the meaning. When a public resource uses a visual or symbolic expression, its explanation should also say in words what is shown and what operation or relationship is being used.

Continue with Mathematics practice

Ready to get started? Explore maths practice in the Plusling app with bite-sized questions that make multi-step problem solving clear and manageable. All questions are original Plusling material, giving children a fresh and supportive space to learn.