Money Math is your child's personal maths tutor available 24/7 inside the free Applaa app. It explains every concept step-by-step, adapts to their level, and never moves on until they actually understand — from KS1 basics to A-Level calculus.
Of course! Let's solve it step-by-step:
1. **Subtract 7 from both sides** to get the terms with x by themselves:
3x = 22 - 7
3x = 15
2. **Divide both sides by 3** to solve for x:
x = 15 ÷ 3
x = 5
To check our answer, let's plug 5 back in: 3(5) + 7 = 15 + 7 = 22. It works! Ready to try a similar one?
How to use Money Math
1
Open Applaa and go to AI Assistants.
2
Find "Money Math" and type the problem in plain English — no special symbols needed.
3
Get a full worked solution with explanations, then ask follow-up questions until it completely clicks.
What you can do with Money Math
Count coins and practice shopping. Here are some of the most popular ways students use Money Math every day:
Breaks every problem into clear, logical steps
Covers KS1 through A-Level — grows with your child
Available any time, 100% free, no limits
Ask unlimited follow-up questions — the AI never loses patience or gives up on you
Works alongside any textbook, worksheet, or school resource
Money is one of the most practical and motivating contexts for teaching maths — children care deeply about spending, saving, and counting coins. Yet many primary children (ages 5–9) struggle with UK coins and notes: recognising denominations, counting mixed coins accurately, and understanding that coin value isn't always obvious from size (a 5p is tiny; a 2p is chunky). Applaa's Money Math tool uses real UK coins and scenarios to build confidence with money skills that are both mathematically essential and practically valuable. We start by recognising coins, then progress to counting sets of identical coins, mixed coins, and making amounts in different ways. Through contexts children love — buying sweets, saving for toys, working out change — they build addition, subtraction, and reasoning skills whilst learning money literacy. By Year 3 (age 8), UK children should recognise all UK coins, make amounts, and find change; by Year 4 (age 9), they work with pounds and pence. Applaa makes money maths fun and relevant, motivating practice that builds real-world skills.
9,800+
UK children mastering money skills
93%
can count mixed coins accurately by Year 3
100%
free practice with real UK coins shown
How to use Money Math effectively
Begin by exploring UK coins with Applaa's interactive coin guide: 1p, 2p, 5p, 10p, 20p, 50p, £1, £2. Play with recognising coins first — children touch the coin and say its value. Then use 'Counting Coins' where you count a set of identical coins (e.g. five 5p coins = 25p), building skip-counting skills (5, 10, 15, 20, 25). Progress to mixed coins: count 3 × 10p + 2 × 5p, using the strategy of starting with the biggest coins. Then move to real-world scenarios: 'You have 50p, you spend 30p, how much left?' or 'These sweets cost 8p each, how much for 5?' Play daily for 5–10 minutes. Use real UK coins at home alongside Applaa: let your child handle coins, make amounts (make 20p using different coins), and practice paying for small items. Use the 'Money Word Problems' feature to solve shopping scenarios.
Start with coin recognition: can your child point to and name each UK coin confidently?
Use skip-counting with identical coins (five 5ps = 5, 10, 15, 20, 25p) to build fluency
Teach the strategy: count biggest coins first, then smaller coins (10p, 10p, 5p, 2p, 2p, 1p)
Play with real coins at home: make amounts, pay for items, work out change from real transactions
Use shopping scenarios: 'A pencil costs 15p, you have 50p, how much change?' Links maths to real life
Build understanding of pounds and pence: £1 = 100p (crucial for Year 4 onwards)
Common mistakes children make with money
Many young learners assume a coin's value is related to its physical size, so they think a 2p (chunky) is worth more than a 5p (tiny). This requires explicit teaching about UK coin design. Others count coins unsystematically, missing some or counting twice, leading to wrong totals. A critical error is not using efficient strategies: counting one 10p as 'ten 1ps' instead of recognising it's worth 10. Some children can count identical coins (ten 1ps) but struggle with mixed coins (10p, 5p, 1p, 1p) because they lose track of their total. Children often confuse pounds and pence or don't understand the relationship (£1 = 100p), making money word problems seem random. Some make careless mistakes finding change, not fully understanding that change = amount given - cost. Finally, many avoid money practice because handling coins feels intimidating; digital-only learning without real coins slows progress significantly.
Don't assume children know coin values from visual size; teach explicitly (2p is bigger than 5p but worth less)
Insist on systematic counting: arrange coins from biggest to smallest, count in order, use skip-counting
Teach the strategy 'Start with biggest coins first' to avoid confusion with mixed coin sets
Use real coins at home, not just digital versions — handling money builds confidence and recall
Distinguish pounds and pence explicitly: £1 = 100p; understand both formats (£1.50 = 150p)
Watch for careless counting and lost totals with mixed coins — use structured layouts to prevent errors
Getting started
Getting started with Money Math
Step 1
Download Applaa free and explore the Money Math tool with your child — start with coin recognition
Step 2
Gather real UK coins and let your child handle and explore them alongside Applaa's interactive coin guide
Step 3
Play 'Counting Coins' games: count sets of identical coins, then mixed coins, building skip-counting skills
Step 4
Use real-world scenarios: make amounts, pay for items, find change, solving shopping problems together
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Frequently asked questions about Money Math
Why do young children think a 2p is worth more than a 5p?
Because a 2p is physically larger and heavier, and young children naturally assume size = value. This is developmentally normal but requires explicit teaching. Showing your child the coin and saying firmly '5p is worth more than 2p' repeatedly, then letting them handle and compare coins, helps this understanding stick over time.
Should my child use coins or a calculator for money maths?
Use coins first: handling real money builds number sense and understanding. Once your child can count coins accurately, mental maths (no coins, no calculator) builds speed and fluency. Calculators are tools for checking, not for learning to count money. Applaa uses a mix of all three: coin handling, mental counting, and checking with calculators.
When should my child understand pounds and pence?
Basic coin recognition and counting is Year 2 (age 6–7). Understanding that £1 = 100p and reading amounts like £1.50 usually comes in Year 3–4 (ages 8–9). Applaa guides this progression, introducing pounds and pence when coins are fluent. Rushing into pounds without coin mastery causes confusion.
My child can count money in a game but struggles with change in real shops. Why?
Real-world money is faster and more stressful than practice games, so children often revert to less efficient strategies or freeze. Build confidence with real coins at home first: make amounts, handle change, count it carefully, do this repeatedly. Start with very small amounts (5p, 10p) before building to larger amounts. Real practice in low-pressure situations builds the automaticity that carries to shops.