X Tables
Pocket Money Maths

Spending Choices maths mission

A junior real-world challenge using spending choices to practise comparison without feeling like a worksheet.

Quick answer

By making smart spending choices, you can get more value from your pocket money and learn important maths skills like comparing prices, calculating totals, and understanding what you can afford.

Learning outcome

By the end of this page, you will be able to compare prices, calculate totals, and make smart spending choices with your pocket money. Success signs:
  • You can tell which item costs more or less
  • You can add up prices to see how much money you'll spend
  • You can decide what to buy when you have limited money
  • You can explain why you chose one item over another

Why this matters

Spending choices are a daily part of life, and maths helps you make better decisions. When you learn about money, prices, and how to compare things, you're building skills that will help you:
  • Buy the best value for your money
  • Plan your spending so you don't run out too quickly
  • Understand how much things cost in real life
  • Develop a smart approach to saving and spending
Whether you're choosing between a chocolate bar and a pencil, or planning a shopping trip with your parents, these skills are useful every day.

How it works

Making smart spending choices involves several simple steps:
  1. Look at the prices of items you want to buy
  2. Compare them to see which is more or less expensive
  3. Add up the costs to see how much money you'll need
  4. Decide what to buy based on what you can afford
  5. Think about your needs vs wants – what do you really need?

Examples you can see

Let's imagine you have £3 to spend at the shop. Here are some items you might see:
Item Price Can you buy it?
Apple 40p Yes
Banana 50p Yes
Chocolate bar 80p Yes
Toy car £1.20 Yes
Ice cream £1.50 Yes
Try this: If you buy an apple (40p) and a banana (50p), how much have you spent? Answer: 40p + 50p = 90p Another example: You have £2.50 and want to buy a chocolate bar (80p) and a toy car (£1.20). How much will that cost? Answer: 80p + £1.20 = £2.00 What if you want to buy both items but don't have enough? You can't afford both because £2.00 is more than £2.50. So you need to choose just one.

Try it as a mini adventure

Adventure: The Pocket Money Shop Challenge You are a shop owner who needs to help customers make smart spending choices. Your mission is to solve these puzzles: Step 1: A customer has £1.00 and wants to buy a pencil (70p) and a rubber (30p). Can they afford both? Answer: 70p + 30p = £1.00 – Yes, they can afford both exactly. Step 2: Another customer has 80p and wants to buy a sticker book (£1.20) and a crayon box (50p). Can they afford both? Answer: £1.20 + 50p = £1.70 – No, they can't afford both. Step 3: You have £2.00 and want to buy a toy robot (£1.80) and a game card (20p). How much will that cost? Answer: £1.80 + 20p = £2.00 – Yes, you can afford both. Step 4: You have 50p and want to buy a bubble wand (30p) and a balloon (25p). Can you afford both? Answer: 30p + 25p = 55p – No, you can't afford both. Step 5: You have £1.50 and want to buy a comic book (£1.00) and a bottle of water (60p). How much will that cost? Answer: £1.00 + 60p = £1.60 – No, you can't afford both. Step 6: You have £2.20 and want to buy a pencil case (£1.50) and a pen (70p). Can you afford both? Answer: £1.50 + 70p = £2.20 – Yes, you can afford both exactly. Step 7: You have 90p and want to buy a chocolate bar (80p) and a fruit snack (40p). Can you afford both? Answer: 80p + 40p = 120p = £1.20 – No, you can't afford both. Step 8: You have £1.80 and want to buy a toy car (£1.20) and a sticker sheet (60p). How much will that cost? Answer: £1.20 + 60p = £1.80 – Yes, you can afford both exactly.

Common mistakes

  • Mistake: Thinking that £1.20 is less than 80p because it has more numbers. Why it happens: Confusing the value of money when written in pounds and pence. Fix: Remember that £1.20 = 120p and 80p = 80p. So £1.20 is more than 80p.
  • Mistake: Adding prices incorrectly, like 40p + 50p = 90p. Why it happens: Not being careful with place values. Fix: Write the numbers clearly and add them step by step.
  • Mistake: Buying too many items and spending more than you have. Why it happens: Not checking how much money you have before buying. Fix: Add up your items before buying them and check if you have enough.
  • Mistake: Not thinking about what you really need vs what you want. Why it happens: Being tempted by shiny new things. Fix: Make a list of what you need and what you want, then decide carefully.

Parent and carer guide

How to help your child with spending choices:
  • Ask your child to compare prices of items when shopping together
  • Let them plan a small shopping trip with a set budget
  • Encourage them to think about what they really need vs what they want
  • Ask questions like "Which item costs more?" or "Can you afford both?"
  • Use real money or play money to practice making purchases
  • Discuss how saving up helps you buy more expensive things
  • Make it fun by turning shopping into a game or challenge
  • Don't worry if they make mistakes – they're learning!
What to watch for:
  • Your child may struggle with the idea of "more" and "less" when dealing with pounds and pence
  • They might not understand that £1.20 is more than 80p
  • They may try to buy everything they see without checking if they can afford it

Practice questions

  1. Emma has £1.00. She wants to buy a pencil (70p) and a rubber (30p). Can she afford both? Answer: Yes, because 70p + 30p = £1.00
  2. Tom has 90p. He wants to buy a chocolate bar (80p) and a fruit snack (40p). Can he afford both? Answer: No, because 80p + 40p = 120p = £1.20, which is more than 90p
  3. Lily has £2.00. She wants to buy a toy car (£1.20) and a sticker sheet (60p). Can she afford both? Answer: Yes, because £1.20 + 60p = £1.80
  4. Ben has 60p. He wants to buy a bubble wand (30p) and a balloon (25p). Can he afford both? Answer: No, because 30p + 25p = 55p, which is less than 60p. Actually, he can afford both!
  5. Ava has £1.50. She wants to buy a comic book (£1.00) and a bottle of water (60p). Can she afford both? Answer: No, because £1.00 + 60p = £1.60, which is more than £1.50

FAQ

What is the best way to practice spending choices?

The best way is to use real money or play money at home, and go shopping with your child to compare prices and make decisions together.

How can I help my child understand money better?

Use everyday situations like shopping, cooking, or saving up for something special to show how money works and how to make smart choices.

Why is it important to learn about spending choices?

Learning about spending choices helps you become more responsible with money, make better decisions, and understand how to get the most value from what you have.

What if my child makes a mistake with prices?

Mistakes are part of learning. Encourage your child to double-check their work and explain their thinking. You can also use visual aids like number lines or coins to help them understand.

Can I use games to teach spending choices?

Yes! Games like board games with money, online maths games, or even role-playing as shopkeepers can make learning about spending choices fun and engaging.