Using money — WJEC-CBAC Other Life Skills Qualification Foundations for Learning Revision

    This element focuses on practical money management skills, enabling learners to recognise and combine coins and notes to form specific amounts, perform add

    Topic Synopsis

    This element focuses on practical money management skills, enabling learners to recognise and combine coins and notes to form specific amounts, perform addition to find total costs, and subtract to give correct change. Mastery of these skills is essential for everyday financial transactions and underpins further study in functional numeracy.

    Key Concepts & Core Principles

    Exam Tips & Revision Strategies

    Common Misconceptions & Mistakes to Avoid

    Examiner Marking Points

    Using Money

    WJEC-CBAC
    vocational

    This subtopic introduces learners to the fundamental concept of money, focusing on cash as a tangible medium for transactions. It develops recognition of coin values and the practical ability to handle and exchange coins in simulated and real-life contexts, reinforcing basic numeracy and independence.

    27
    Learning Outcomes
    42
    Assessment Guidance
    45
    Key Skills
    26
    Key Terms
    44
    Assessment Criteria

    Assessment criteria

    WJEC Entry Level Award In Essential Skills for Work and Life (Entry 1)
    WJEC Entry Level Certificate In Essential Skills for Work and Life (Entry 1)
    WJEC Entry Level Diploma In Essential Skills for Work and Life (Entry 1)
    WJEC Level 1 Certificate In Essential Skills for Work and Life
    WJEC Entry Level Award In Essential Skills for Work and Life (Entry 3)
    WJEC Entry Level Award In Essential Skills for Work and Life (Entry 2)
    WJEC Entry Level Award In Mathematics (Entry 2)
    WJEC Entry Level Certificate In Mathematics (Entry 2)
    WJEC Entry Level Diploma In Essential Skills for Work and Life (Entry 2)
    WJEC Entry Level Certificate In Essential Skills for Work and Life (Entry 2)
    WJEC Entry Level Certificate In Mathematics (Entry 3)
    WJEC Entry Level Award In Mathematics (Entry 3)

    Topic Overview

    The WJEC Entry Level Award in Mathematics (Entry 3) is designed for students who are building foundational numeracy skills. This qualification covers essential mathematical concepts needed for everyday life, such as handling money, telling time, measuring, and basic data handling. It is part of the Foundations for Learning suite, which prepares students for further study or employment by developing practical mathematical confidence.

    At Entry 3, students work with numbers up to 1000, perform addition and subtraction with three-digit numbers, and begin to multiply and divide using times tables. They also learn to use simple fractions (e.g., 1/2, 1/4), read clocks to the nearest five minutes, measure length, weight, and capacity using standard units, and interpret bar charts and pictograms. This qualification is assessed through controlled tasks and a written test, ensuring students can apply their skills in real-world contexts.

    Mastering Entry 3 mathematics is crucial because it provides the stepping stone to Level 1 qualifications and everyday financial literacy. Whether calculating change, following a recipe, or understanding bus timetables, these skills are directly applicable to independent living and work. The WJEC Entry Level Award is widely recognised and helps students build a positive attitude towards maths.

    Key Concepts

    Core ideas you must understand for this topic

    • →Place value: Understanding hundreds, tens, and units (e.g., 345 = 300 + 40 + 5) and ordering numbers up to 1000.
    • →Addition and subtraction: Using column methods to add and subtract three-digit numbers, including carrying and borrowing.
    • →Multiplication and division: Recalling times tables up to 10×10 and using them to solve problems (e.g., sharing 24 sweets equally among 6 friends).
    • →Fractions: Recognising and finding halves, quarters, and thirds of shapes and quantities (e.g., 1/4 of 20 = 5).
    • →Measurement: Reading scales on rulers, measuring jugs, and thermometers; telling time to the nearest 5 minutes; calculating durations.

    Learning Objectives

    What you need to know and understand

    • Identify the purpose of cash in simple everyday transactions
    • State the value of each coin denomination up to £2
    • Demonstrate sorting coins by value
    • Select the correct coins to pay for an item of a given price
    • Use coin combinations to make a specific total in a role-play purchase
    • Know how coins can be combined to give different values of money. (NE2.2), Be able to carry out calculations involving money. (NE2.2), Understand a problem or task requiring the use of money. (NE2.1)
    • Identify different coin denominations (1p, 2p, 5p, 10p, 20p, 50p, £1, £2).
    • Combine coins to make given amounts up to £5.
    • Add and subtract small amounts of money in pence.
    • Solve simple word problems involving spending and change.
    • Check the correctness of monetary transactions.
    • Understand practical problems or tasks involving money. (NE3.1), Be able to make estimates of calculations involving money. (NE3.2), Be able to use calculations to solve problems involving money. (NE3.2), Be able to use a calculator when working with money. (NE3.2), Be able to interpret the results of calculations involving money. (NE3.2)
    • Identify practical problems or tasks that involve the use of money.
    • Produce reasonable estimates for calculations involving money, such as addition, subtraction, and multiplication.
    • Solve practical money problems using appropriate arithmetic operations, including giving change and working out discounts.
    • Operate a basic calculator to accurately compute money calculations, including decimal handling.
    • Interpret the results of money calculations to make decisions, such as checking affordability or verifying change.
    • Know how coins can be combined to give different values of money. (NE2.2), Be able to carry out calculations involving money. (NE2.2), Understand a problem or task requiring the use of money. (NE2.1)
    • Be able to choose coins and notes to make amounts of money, Be able to add sums of money to calculate total, Be able to calculate change
    • Be able to choose coins and notes to make amounts of money, Be able to add sums of money to calculate total, Be able to calculate change
    • Identify all current UK coin denominations by appearance and value.
    • Explain the purpose of using cash in simple everyday purchases.
    • Demonstrate how to combine coins to make specific amounts up to £1.
    • Apply coin knowledge to pay for items and check change received in role-play scenarios.
    • Know the purpose of cash., Know the value of coins. (NE1.2), Be able to use coins in everyday situations. (NE1.2)
    • Be able to choose coins and notes to make amounts of money, Be able to add sums of money to calculate total, Be able to calculate change
    • Be able to choose coins and notes to make amounts of money, Be able to add sums of money to calculate total, Be able to calculate change

    Assessment Criteria

    Key criteria assessors look for in your portfolio

    • Award credit for accurately naming the purpose of cash, e.g., 'to buy things'
    • Accept any clear demonstration of coin identification, such as matching a coin to its written value or pointing to a labelled image
    • Evidence of using coins correctly in a simulated purchase, including handing over the right amount or receiving change, must be observed or recorded
    • Award credit for demonstrating the ability to correctly identify and match coin denominations (1p, 2p, 5p, 10p, 20p, 50p, £1, £2) through handling or visual selection.
    • Award credit for accurately combining a small selection of mixed coins to equal a given total value up to £2, showing working or practical manipulation.
    • Award credit for solving simple one-step addition and subtraction problems involving money in a familiar context (e.g., finding the total cost of two items or calculating change from 10p).
    • Award credit when learner correctly names and sorts coins by value.
    • Credit given for using coins to make exact amounts (e.g., using 20p and 10p to make 30p).
    • Expect learners to show working for addition/subtraction of money, even if using concrete resources.
    • Look for evidence of applying money skills to a real-life scenario, such as role-play shopping.
    • Award credit for demonstrating a clear estimation strategy by rounding amounts to the nearest pound or ten pence before performing calculations.
    • Look for evidence of correct calculator use, including breaking down multi-step problems and recording intermediate results accurately.
    • Credit accurate interpretation of results, such as explaining what an answer means in the context of a given budget or transaction.
    • Assess ability to check calculations for reasonableness by comparing estimates to precise calculator outputs.
    • Award credit for accurately identifying a practical scenario where money calculation is needed, e.g., budgeting a shopping list or calculating total cost.
    • Expect the learner to provide both a rounded estimate and an exact calculation, demonstrating a clear two-step process.
    • Check for correct use of decimal points and the £ symbol, with amounts consistently shown to two decimal places.
    • Evidence must show interpretation, e.g., stating whether a given result is sufficient to cover a cost or explaining why a calculation is correct.
    • Award credit for accurately identifying and stating the value of UK coins and notes up to £20.
    • Award credit for demonstrating the ability to combine coins to represent a specified value (e.g., using 20p, 10p, and 5p to make 35p).
    • Award credit for performing simple addition and subtraction calculations involving money, including finding total cost and correct change.
    • Award credit for applying money skills to a familiar scenario, such as checking if a given amount covers the cost of items on a shopping list.
    • Award credit for accurately selecting the fewest coins and notes to make a given amount, showing an understanding of coin/note denominations.
    • Award credit for correctly adding up to three monetary amounts using both mental and written strategies, with correct placement of decimal points.
    • Award credit for applying subtraction to calculate change from a given amount, ensuring the result is expressed in proper monetary format (e.g., £ and p).
    • Award credit for correctly identifying at least two different combinations of coins and notes to make a given amount up to £20.
    • Credit should be given for accurately adding two or more amounts of money (in pounds and pence) to find the total cost, with clear working shown.
    • For change calculation, look for evidence of appropriate subtraction method (e.g., counting on) and a correct answer written in £.p notation.
    • Learners must demonstrate an understanding of equivalent values, e.g., recognising that two 50p coins equal £1, to achieve full marks.
    • Award credit for correctly naming and sorting coins by value (1p, 2p, 5p, 10p, 20p, 50p, £1, £2).
    • Expect the learner to accurately select coins to match a given price, e.g., 35p using a combination of coins.
    • Look for the ability to identify when enough money has been tendered and whether change is required.
    • In practical tasks, assess the learner’s confidence and accuracy in handling coins without prompting.
    • Award credit for accurately naming the values of all standard UK coins (1p, 2p, 5p, 10p, 20p, 50p, £1, £2) when presented with them.
    • Award credit for demonstrating understanding that cash is used to purchase goods or services, through verbal explanation or role-play.
    • Award credit for correctly selecting and counting out coins to match a given price (e.g., up to £5) in a practical assessment.
    • Award credit for showing the ability to check change by comparing the received amount against the expected amount in a transaction scenario.
    • Award credit for accurately selecting a combination of coins and notes that exactly matches a given amount, using the fewest possible denominations where appropriate.
    • Award credit for correctly adding two or more amounts of money using column addition with decimal points aligned, showing clear working.
    • Award credit for accurately calculating change from a given amount paid, using subtraction or the 'counting on' method, with a correct final answer in pounds and pence.
    • Award credit for accurately selecting a combination of coins and/or notes to represent a given amount, demonstrating understanding of coin and note values and their equivalence.
    • Credit given for correctly adding two or more monetary amounts, including those involving both pounds and pence, with consistent use of decimal notation.
    • Assessor should look for precise subtraction when calculating change from a given note or larger amount, with all steps clearly shown.
    • Evidence of using a calculator or written method appropriately, and presenting final answers with correct currency symbols and decimal places.

    Assessment Guidance

    Guidance for achieving higher grades

    • 💡Practice using real or plastic coins regularly in role-play shops to build fluency before the assessment
    • 💡Encourage learners to talk through their coin choices aloud to demonstrate understanding, even if they need prompting
    • 💡Provide regular hands-on practice with real or realistic coins, as physical manipulation often improves accuracy and understanding at this level.
    • 💡Encourage learners to record their steps or draw coin combinations when solving a money problem, as this provides tangible evidence for portfolio assessment.
    • 💡Embed money problems within familiar, motivating scenarios (e.g., shopping for a snack, saving for a toy) to reduce anxiety and connect to real-life application.
    • 💡Use real coins or plastic alternatives to physically combine and check amounts before recording.
    • 💡In word problems, underline the key numbers and the question word (e.g., 'How much change?') to focus on the required calculation.
    • 💡Always include units (p or £) in answers.
    • 💡Check work by using a different method, such as counting up from the total cost to the amount paid.
    • 💡Always write down your estimate before using a calculator to show your thought process and provide a benchmark for checking your answer.
    • 💡When interpreting results, explicitly state what the numerical answer means in practical terms, such as whether you can afford an item or how much change is due.
    • 💡Double-check your calculator entry by re-entering the calculation from scratch to avoid keypress errors.
    • 💡Present all work clearly, including any rounded numbers during estimation, to demonstrate full understanding of both methods and their relationship.
    • 💡Always double-check calculator entries by performing a quick mental estimate to verify the result is sensible.
    • 💡Label all money amounts with the £ sign and ensure they have two decimal places, even in calculator displays.
    • 💡Show all steps of a problem-solving approach, including the estimate, the calculation, and the final interpretation, to maximise marks.
    • 💡Show all working clearly in assessments; even for simple additions, this demonstrates your method and can earn marks if the final answer has a slight error.
    • 💡When combining coins, use a structured approach: start with the highest value coin or note and work downwards to make the amount efficiently.
    • 💡In worded problems, highlight key information—amounts given, items to buy, and what the question asks—before starting any calculation.
    • 💡In assessments involving choosing coins, always start with the largest denomination to minimize the number of coins/notes, then work downwards.
    • 💡When adding money, use a column method with decimal points aligned to prevent place value errors, and double-check by estimating to the nearest pound.
    • 💡For change questions, use the 'counting on' method as a verification after subtraction to ensure accuracy, e.g., start at total and count up to amount tendered.
    • 💡During practical tasks, narrate your thought process clearly to provide additional evidence for the assessor, especially when selecting coin combinations.
    • 💡For written calculations, always double-check your totals by adding the amounts in a different order and ensure the decimal point is consistently placed.
    • 💡When finding change, use the 'counting up' method from the total cost to the amount paid, which is less error-prone than formal subtraction for many learners.
    • 💡Familiarise yourself with real coins and notes before the assessment to build confidence in recognising and handling them quickly.
    • 💡Practise handling real or replica coins to build tactile familiarity with sizes and edges.
    • 💡Always double-check the total cost before handling coins, then count aloud to the examiner as you give change.
    • 💡When role-playing a transaction, verbalise your actions: 'The item costs 23p, I give 30p, so I should get 7p change.'
    • 💡Use visual aids or coin charts to reinforce value recognition before attempting timed assessment tasks.
    • 💡Practise handling and counting real coins regularly before the assessment to build speed and accuracy.
    • 💡During the assessment, take your time to examine each coin carefully, checking both sides to confirm its value.
    • 💡When simulating payments, count the coins aloud to demonstrate your understanding of the total value.
    • 💡Prepare for typical everyday scenarios, such as buying a snack or bus fare, to make the practical tasks more familiar.
    • 💡Always line up the decimal points when adding or subtracting money, and treat pounds and pence separately if needed.
    • 💡Check your change by adding it to the cost—it should equal the amount paid.
    • 💡When choosing coins, start with the largest denomination possible to minimise the number of coins used.
    • 💡Always write money amounts with the pound sign (£) and two decimal places where necessary, e.g., £2.50 not 2.5.
    • 💡Use a number line or written column method to support change calculations—counting on from the price to the amount given is a reliable strategy.
    • 💡Practise with real or play coins and notes to build rapid recognition and confidence in making amounts.
    • 💡In assessments, clearly show your working steps for addition and subtraction to earn method marks even if the final answer is incorrect.
    • 💡Double-check your calculations by performing the inverse operation, e.g., adding the change to the price should equal the amount given.
    • 💡Show your working: In the written test, always write down your calculations, even if you can do them mentally. Marks are often awarded for correct methods, even if the final answer is slightly wrong.
    • 💡Check your answers: Use inverse operations to check (e.g., if you added, subtract to verify). For word problems, ask yourself if the answer makes sense in the context.
    • 💡Read questions carefully: Look for keywords like 'total', 'difference', 'share equally', or 'how many more'. Underline the numbers and the operation needed before starting.

    Common Mistakes

    Common errors to avoid in your coursework

    • Confusing the size or colour of a coin with its value, e.g., assuming a 2p coin is worth more than a 1p coin because it is larger
    • Forgetting that cash is not the only way to pay, leading to overgeneralisation in later topics (e.g., ignoring card or contactless methods)
    • Difficulty counting total value when using multiple coins of mixed denominations
    • Confusing coin values, particularly mistaking 10p for 1p or 2p coins, leading to incorrect totals.
    • Attempting to add values in pounds and pence without converting to a consistent unit (e.g., mixing £1 and pence directly as 1 + 50 = 51p).
    • Inability to count on from a given amount to determine change, instead guessing or recalling number facts inaccurately.
    • Confusing coin values, e.g., mistaking a 5p for a 10p coin.
    • Forgetting to write the pence symbol or using it incorrectly.
    • Errors in adding multiple coins due to miscounting.
    • Subtracting the wrong way when working out change (e.g., subtracting total cost from money tendered incorrectly).
    • Misplacing the decimal point when entering amounts into a calculator, leading to errors of magnitude.
    • Confusing pounds and pence, for example treating 150p as £150 instead of £1.50.
    • Forgetting to clear the calculator memory between steps, resulting in accumulated incorrect values.
    • Relying solely on mental arithmetic for complex calculations without verifying with estimation or a calculator.
    • Confusing decimal places when using a calculator, leading to results like £5.7 instead of £5.70.
    • Failing to round estimates appropriately, e.g., estimating £2.99 as £2.00 rather than £3.00.
    • Misinterpreting calculator output by ignoring the context, such as treating a negative number as a valid monetary amount.
    • Adding instead of subtracting when calculating change from a given amount.
    • Miscounting coin combinations, especially when using multiple small denomination coins to reach a larger total.
    • Confusing the value of coins (e.g., using a 5p coin as 2p or misidentifying £2 coin as £1).
    • Misunderstanding the decimal point when writing or interpreting money amounts, such as writing £1.50p or treating £1.5 as £1.05.
    • Incorrectly calculating change by subtracting the total cost from the amount paid in the wrong order or not verifying the result.
    • Confusing the value of coins, such as treating a 5p coin as 5p but mixing it up with 10p in counting.
    • Forgetting to convert pounds and pence consistently when adding, e.g., adding £1.50 and 75p without aligning pence as 150p + 75p or as £1.50 + £0.75.
    • Errors in subtraction when calculating change, like subtracting the total from the amount tendered but misaligning digits or borrowing incorrectly when crossing the £1 boundary.
    • Confusing pence and pounds when writing amounts, for example recording 350p as £3.50p instead of £3.50 or 350p.
    • Incorrectly assuming there is only one way to make an amount, often defaulting to the largest denomination coins without considering alternatives.
    • Misaligning decimal points when adding money in column format, leading to errors such as treating £1.05 + 2.10 as 3.15 instead of £3.15.
    • When calculating change, learners may subtract the total from the amount tendered but forget to convert all values to the same unit (e.g., mixing pence and pounds).
    • Confusing similar-sized coins, such as 5p and 10p, or 20p and 50p.
    • Inability to count on from the cost to the amount tendered to calculate change.
    • Believing that larger size always means higher value (e.g., 2p bigger than 5p but worth less).
    • Forgetting that £1 and £2 coins are money and not tokens.
    • Confusing the values of visually similar coins, particularly 5p and 10p, or 20p and 50p, due to size and colour similarities.
    • Mistaking £2 for £1 because the bimetallic design can obscure the denomination without careful inspection.
    • Adding coin values incorrectly when attempting to make a total, such as counting a 20p as 10p during mental arithmetic.
    • Believing that cash is obsolete and not understanding its role, focusing solely on digital payment methods.
    • Misaligning pence and pounds when writing monetary values in columns, leading to addition errors.
    • Incorrectly subtracting when calculating change, especially when borrowing across the decimal point (e.g., confusing £1 as 100p).
    • Selecting an impractical set of coins that does not total the required amount, often due to miscounting or ignoring larger denominations.
    • Confusing pence and pounds, e.g., writing £3.5 instead of £3.50 or misinterpreting 50p as £0.05.
    • Incorrectly aligning decimal points when adding or subtracting, leading to errors in tens and units.
    • Forgetting to carry over in addition or borrow in subtraction when dealing with money values.
    • Choosing an illogical combination of coins (e.g., using 20p when 2x10p would suffice) without demonstrating flexibility.
    • Miscalculating change by subtracting the price from the amount given incorrectly, often reversing digits.
    • Misconception: When adding three-digit numbers, students often forget to carry over (e.g., 345 + 267 = 502 instead of 612). Correction: Always add the units first, then tens, then hundreds, and carry any extra tens or hundreds to the next column.
    • Misconception: Students think 1/2 is always larger than 1/4, regardless of the whole. Correction: Fractions compare parts of the same whole; 1/2 of a small pizza may be smaller than 1/4 of a large pizza. Emphasise the importance of the whole.
    • Misconception: When reading time, students may confuse the hour and minute hands (e.g., reading 3:15 as 15:03). Correction: The short hand shows the hour, the long hand shows minutes. Practice with analogue clocks regularly.

    Frequently Asked Questions

    Common questions students ask about this topic

    Before You Start

    Prior knowledge that will help with this topic

    • •Entry 2 Mathematics: Students should be comfortable with numbers up to 100, simple addition and subtraction, and basic shapes.
    • •Basic understanding of money: Recognising coins and notes, and adding simple amounts (e.g., 50p + 20p = 70p).
    • •Telling time to the hour and half hour: Knowing that 12:00 is midday and 6:00 is evening.

    Key Terminology

    Essential terms to know

    • Cash as a medium of exchange
    • Coin recognition and value
    • Everyday coin transactions
    • Basic financial numeracy
    • Know how coins can be combined to give different values of money. (NE2.2), Be able to carry out calculations involving money. (NE2.2), Understand a problem or task requiring the use of money. (NE2.1)
    • Recognising coin denominations
    • Combining coins to make amounts
    • Performing money calculations
    • Applying money skills in context
    • Understand practical problems or tasks involving money. (NE3.1), Be able to make estimates of calculations involving money. (NE3.2), Be able to use calculations to solve problems involving money. (NE3.2), Be able to use a calculator when working with money. (NE3.2), Be able to interpret the results of calculations involving money. (NE3.2)
    • Practical money problems
    • Estimation of money calculations
    • Money calculation methods
    • Calculator use for money
    • Interpretation of monetary outcomes
    • Know how coins can be combined to give different values of money. (NE2.2), Be able to carry out calculations involving money. (NE2.2), Understand a problem or task requiring the use of money. (NE2.1)
    • Be able to choose coins and notes to make amounts of money, Be able to add sums of money to calculate total, Be able to calculate change
    • Be able to choose coins and notes to make amounts of money, Be able to add sums of money to calculate total, Be able to calculate change
    • Coin denomination values
    • Everyday transaction skills
    • Cash as a medium of exchange
    • Making and checking change
    • Money in community contexts
    • Know the purpose of cash., Know the value of coins. (NE1.2), Be able to use coins in everyday situations. (NE1.2)
    • Be able to choose coins and notes to make amounts of money, Be able to add sums of money to calculate total, Be able to calculate change
    • Be able to choose coins and notes to make amounts of money, Be able to add sums of money to calculate total, Be able to calculate change

    Ready to learn?

    AI-powered learning tailored to this unit

    Related Topics in WJEC-CBAC vocational Foundations for Learning

    Sustainable Tourism

    View Topic

    Sustainable Tourism

    View Topic

    Sustainable Tourism

    View Topic

    Sustainable Tourism

    View Topic