24 Children, 7 Adults, Packets Of 25: The Gcse Party Question

Many primary‑age pupils encounter word problems that ask them to split people or items into groups of a certain size – for example, ‘24 children, 7 adults, packets of 25’. Understanding how to translate the story into a maths equation is the first step toward a confident solution.

1. Break the story into manageable facts

Start by listing the numbers and what they represent. This helps the child see the problem clearly before any calculations begin.

• 24 children – the total number of children attending.
• 7 adults – the total number of adults.
• Packets of 25 – each packet can hold 25 people.

Ask your child to restate the question in their own words: ‘How many full packets are needed, and will there be any people left over?’ Restating the problem reduces anxiety and builds confidence.

2. Choose a step‑by‑step solution method

There are two common approaches: using division with a remainder, or adding the groups first and then dividing. Both work, but practising each method strengthens number sense.

1. Combine the groups first. Add 24 + 7 = 31 total people.
2. Divide by the packet size. 31 ÷ 25 = 1 with a remainder of 6.
3. Interpret the result. One full packet fits 25 people, and 6 people will need a second, partially‑filled packet.

If the question asks for the minimum number of packets, the answer is 2 (one full, one partial). If it asks for how many people are left without a full packet, the answer is 6.

3. Watch out for common pitfalls

Kids often make simple errors that can be corrected with quick checks.

• Adding the wrong numbers. Double‑check that the children and adults have been added correctly.
• Forgetting the remainder. Remind them that a remainder means an extra packet is needed, even if it isn’t full.
• Misreading the packet capacity. Emphasise the word ‘of’ – ‘packets of 25’ means each packet holds exactly 25, not 25 packets.

Encourage your child to write a quick verification step: multiply the number of full packets by 25 and add the remainder to see if it matches the original total.

4. How OjasaLearn’s adaptive platform supports practice

OjasaLearn analyses each child’s answers and identifies where the misunderstanding occurs – for example, adding the groups, handling remainders, or interpreting the question. The system then presents similar problems at just the right level of difficulty, giving instant feedback and targeted hints. By adapting to the learner’s current knowledge, it helps them build confidence in word‑problem reasoning without feeling overwhelmed.

Regular, personalised practice on the platform reinforces the step‑by‑step method described above, turning one challenging GCSE‑style question into a routine skill that your child can apply to many real‑world scenarios.