How do I add money amounts like £3.45 and £2.60?

Write the amounts one above the other, lining up the decimal points. Add the pence first: 45p + 60p = 105p, which is £1.05. Write the 5p in the pence column and carry the £1 to the pounds column. Then add the pounds: £3 + £2 + £1 = £6. So the total is £6.05. Always remember to include the decimal point and two decimal places in your answer.

How do I work out change from £10 when I spend £6.75?

You can count up from £6.75 to £10. Start with £6.75, add 25p to make £7.00, then add £3 to make £10. So the change is £3.25. Alternatively, subtract £6.75 from £10 using column subtraction: £10.00 - £6.75 = £3.25. Always check your change makes sense – if you spend about £7 from £10, you should get about £3 back.

What if I have a £20 note and buy items costing £12.50 and £4.30?

First, find the total cost: £12.50 + £4.30 = £16.80. Then subtract from £20: £20.00 - £16.80 = £3.20. So you would get £3.20 change. You can also check by adding the change to the total: £16.80 + £3.20 = £20.00. Always do a quick check to make sure your answer is reasonable.

How do I know if I have enough money to buy something?

Compare the amount you have with the cost of the item. If you have £5 and the item costs £4.50, you have enough because £5 is greater than £4.50. If the item costs £5.50, you do not have enough. You can also subtract: £5.00 - £4.50 = £0.50, so you have 50p left over. If the result is negative, you don't have enough.

Why do I need to show my working out in the exam?

Showing your working out helps the examiner see how you got your answer. Even if your final answer is wrong, you can still get marks for using the correct method. For example, if you write down the correct addition but make a small arithmetic mistake, you might still get some marks. It also helps you check your own work and avoid silly errors.

What is the best way to practice money calculations?

Practice with real or pretend money at home. Set up a shop with items and price tags, then take turns being the customer and the cashier. Write down the totals and change on paper. Also, try online quizzes and past exam papers. Focus on word problems because they are common in exams. The more you practice, the faster and more accurate you will become.

Mathematics Functional Skills at Entry Level 3

PEARSON

vocational

The Pearson Edexcel Functional Skills Qualification in Mathematics at Entry Level 3 equips learners with essential numeracy for everyday life and work. It focuses on using whole numbers, fractions and decimals to solve practical problems; applying common measures, shape and space in real contexts; and handling information and data to make sense of charts, lists and tables.

Learning Outcomes

Assessment Guidance

Key Skills

Key Terms

Assessment Criteria

Assessment criteria

Pearson Edexcel Functional Skills Qualification in Mathematics at Entry Level 3

Topic Overview

This topic covers the foundational skills needed to handle money in everyday situations, including recognising coins and notes, calculating totals, and working out change. You will learn to add and subtract amounts of money up to £20, using both mental methods and written calculations. Understanding money is essential for real-life tasks like shopping, budgeting, and paying bills, and it forms a key part of the Entry Level 3 Functional Skills Mathematics qualification.

At Entry Level 3, you are expected to solve practical problems involving money, such as finding the total cost of two or three items and determining the change from a given amount. You will also need to compare prices and decide if you have enough money to buy something. These skills are directly applicable to everyday life and help build confidence in managing your finances.

Mastering money calculations at this level prepares you for more complex financial topics at Level 1 and Level 2, such as calculating percentages, discounts, and interest. It also supports your ability to handle other areas of mathematics, like addition, subtraction, and problem-solving. By the end of this topic, you should be able to handle money transactions accurately and efficiently.

Key Concepts

Core ideas you must understand for this topic

→Recognising and knowing the value of all UK coins (1p, 2p, 5p, 10p, 20p, 50p, £1, £2) and notes (£5, £10, £20).
→Adding amounts of money up to £20, using column addition or counting on mentally.
→Subtracting amounts to find change from up to £20, using column subtraction or counting up.
→Solving word problems involving money, such as 'I buy a sandwich for £2.50 and a drink for £1.20. How much do I spend?'
→Checking if you have enough money to buy an item by comparing the cost with the amount you have.

Learning Objectives

What you need to know and understand

1. Using numbers and the number system – whole numbers, fractions and decimals2. Using common measures, shape and space3. Handing information and data

Assessment Criteria

Key criteria assessors look for in your portfolio

Award credit for accurately adding and subtracting three-digit numbers in practical contexts such as money or measurements.
Award credit for demonstrating correct recognition and use of simple fractions (halves, thirds, quarters) and decimals up to two decimal places in realistic scenarios.
Award credit for selecting appropriate standard units and instruments to measure length, weight, capacity and temperature, and recording results correctly.
Award credit for extracting and interpreting data from simple tables, lists, bar charts and pictograms, and answering questions about the data.

Assessment Guidance

Guidance for achieving higher grades

💡Always show your working out clearly; even if the final answer is wrong, you may earn marks for a correct method.
💡Check that answers make sense in the real-world context of the question, e.g., could you really pay with that amount of money?
💡For data handling tasks, read the title, labels and keys carefully before answering questions to avoid misinterpretation.
💡Practice using a calculator only for checking, as many assessments require showing mental or written calculations without one.
💡Always show your working out, even if you do mental calculations. Write down the numbers and the operation (+, -) to get method marks even if your final answer is wrong.
💡Check your answer makes sense – if you buy something for £4.50 with a £10 note, you should expect change around £5.50, not 50p.
💡Practice reading word problems carefully – underline the key numbers and the question (e.g., 'total cost' means add, 'change' means subtract).

Common Mistakes

Common errors to avoid in your coursework

Misaligning place values when adding or subtracting three-digit numbers, especially when carrying or borrowing.
Confusing numerators and denominators when ordering or comparing fractions, e.g., thinking 1/3 is larger than 1/2 because 3 > 2.
Using the wrong units or misreading scales on measuring instruments, such as reading centimetres as millimetres.
Incorrectly interpreting pictograms where one symbol represents more than one item, or misreading the scale on a bar chart.
Thinking that a £2 coin is worth less than two £1 coins – they are equal in value. Always check the number on the coin, not just its size.
Forgetting to line up decimal points when adding or subtracting money in column format. Write amounts with two decimal places (e.g., £3.50 not £3.5) to avoid errors.
Assuming change is always given in the fewest coins – in real life, change can be given in different combinations, but the total value must be correct.

Frequently Asked Questions

Common questions students ask about this topic

Before You Start

Prior knowledge that will help with this topic

•Basic addition and subtraction of whole numbers up to 100.
•Understanding of place value for numbers up to 100.
•Familiarity with the concept of money and coins from everyday life.

Key Terminology

Essential terms to know

1. Using numbers and the number system – whole numbers, fractions and decimals2. Using common measures, shape and space3. Handing information and data

Ready to learn?

AI-powered learning tailored to this unit

Mathematics Functional Skills at Entry Level 3

Assessment criteria

Topic Overview

Key Concepts

Learning Objectives

Assessment Criteria

Assessment Guidance

Common Mistakes

Frequently Asked Questions

Before You Start

Key Terminology

Ready to learn?

Related Topics in PEARSON vocational Foundations for Learning

Digital Functional Skills Qualifications Entry 3

Digital Functional Skills Qualifications Level 1

Adapting to New Situations

Adapting to New Situations

Topic Synopsis

Key Concepts & Core Principles

Exam Tips & Revision Strategies

Common Misconceptions & Mistakes to Avoid

Examiner Marking Points

Mathematics Functional Skills at Entry Level 3

Assessment criteria

Topic Overview

Key Concepts

Learning Objectives

Assessment Criteria

Assessment Guidance

Common Mistakes

Frequently Asked Questions

How do I add money amounts like £3.45 and £2.60?

How do I work out change from £10 when I spend £6.75?

What if I have a £20 note and buy items costing £12.50 and £4.30?

How do I know if I have enough money to buy something?

Why do I need to show my working out in the exam?

What is the best way to practice money calculations?

Before You Start

Key Terminology

Ready to learn?

Related Topics in PEARSON vocational Foundations for Learning

Digital Functional Skills Qualifications Entry 3

Digital Functional Skills Qualifications Level 1

Adapting to New Situations

Adapting to New Situations