Handsworth Girls 11+: Building Maths Skills Before Mixed Papers

A mixed Maths paper can make a child look less secure than they really are. They may know how to add fractions, recognise an angle and calculate a percentage, yet struggle when those ideas arrive in quick succession. Before adding more mixed papers, strengthen one area at a time and help your child recognise when to use it.

NeurofiED is independent and is not affiliated with or endorsed by King Edward VI Handsworth School for Girls.

Check the published route first

These details were checked on 24 October 2026. Admissions arrangements may change, so use the official school and Foundation pages for the intake that applies to your child.

Handsworth Girls requires applicants to sit an entrance test and uses an age-standardised combined score from verbal, numerical and non-verbal reasoning tests.[5]

Its published criteria reserve a route for children attracting Pupil Premium, including a threshold of 48 places, or 25% of the admission number, within the relevant categories.[5]

The shared GL Assessment test uses two papers of about 60 minutes, split into shorter timed sections covering English comprehension, verbal reasoning, Maths and non-verbal or spatial reasoning.[6]

For families who followed the 2027 process, the test date has passed. Use the school's current information for results and applications. Families considering a later intake should wait for that year's dates and policy before relying on any timetable.

Find the skill beneath the mixed score

Take a recent set of Maths questions and sort them by topic rather than right or wrong. You might group together number facts, fractions, decimals and percentages, measures, geometry, and word problems. Look for a pattern.

A child who misses one question in every topic may have rushed or become tired. A child who misses most fraction questions probably needs teaching in that area. A child who calculates accurately once the operation is named but struggles with word problems may need help deciding what the language means.

Choose one pattern to work on. Trying to repair everything in the same week usually produces more pages, not clearer understanding.

Rebuild the idea with simple examples

Begin below the level that caused difficulty. If percentages are shaky, connect familiar fractions, decimals and percentages before tackling a complicated problem. If area and perimeter are confused, use a rectangle your child can draw and label. If division breaks down, return to grouping and known multiplication facts.

Show one example and explain why each step makes sense. Then ask your child to complete a similar example and talk you through it. If they can carry out a procedure but cannot explain what the numbers represent, use a picture, number line, bar or practical object before adding harder questions.

Keep this stage untimed. The purpose is to make the idea reliable, not to measure speed while it is still forming.

Vary one thing at a time

Once a straightforward example is secure, change one feature. Use a different denominator, a larger number or a question where the unknown appears in another place. Ask the same idea in words as well as symbols.

For example, after comparing two fractions with the same denominator, compare fractions with related denominators. Then place them on a number line. Finally, include a short word problem where your child must decide that comparison is needed. This gradual variation helps reveal whether they understand the idea or have memorised one layout.

If accuracy drops sharply, return to the last successful step. That is useful information, not a setback.

Put the skill back into a small mixture

After two or three focused sessions, create a short set with perhaps six questions: two from the newly practised area and four familiar questions from elsewhere. Do not announce where the target questions are. Your child now has to recognise the type of problem as well as solve it.

Ask them to mark the question they found hardest. Review that one first, even if the answer happened to be correct. A guessed answer can hide uncertainty, while a small arithmetic slip can hide sound reasoning.

Only increase the mixture when your child can select a sensible method and keep their working clear. Full papers are most useful later, when several component skills are already dependable.

Add a short time limit when the method is secure

Because the published test uses timed sections, your child will eventually need to make decisions at a steady pace. Begin with a brief set of familiar questions and enough time to work carefully. Afterwards, discuss where time was spent rather than focusing only on how many were completed.

You might notice that your child rereads word problems several times, writes more steps than needed or gets stuck rather than moving on. Practise that specific habit. Do not respond by timing every Maths session; teaching and timed practice have different jobs.

Try this next

Sort ten recent Maths questions by topic. Choose one area where understanding is least secure, teach it with simple examples, vary one feature at a time, and then place two examples into a small mixed set. Keep a note of the next concept to revisit rather than a list of marks.

For school-specific links and admissions information, use the Handsworth Girls school guide. You can explore a short NeurofiED Maths example when choosing the next skill to practise.

Official sources

King Edward VI Handsworth School for Girls: Year 7 Admissions

King Edward VI Foundation: Entrance Test Information for 2027 entry