Money and Change - Worksheets, Questions and Revision

18 original exam-style questions - 4 pages of questions with a full mark scheme - free printable PDF.

Download PDF Jump to mark scheme (page 5)Money and Change revision guide

This topic is chapter 2 of KS2 Maths: Measurement Practice Book.

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7.3 Money and Change

Calculators not allowed · about 35 minutes

Total Marks

Name: _______________________________ Date: ____ / ____ / ______

Answer ALL questions. Show all your working.

Write the amount shown in words: £3.50

(1)

Lila buys a book for £2.60 and a sticker for 20p. She pays with a £5 note. How much change should she get?

(2)

Which is the odd one out? £1.20, 120p, £1.02

£1.20
120p
£1.02

Complete the series in pounds: £0.50, £1.00, £1.50, __

(1)

A fruit stall sells an apple for 40p and a pear for 55p. If you give the stall owner £2, how much change should you receive when you buy 2 apples and 1 pear?

(2)

Round £1.49 to the nearest pound.

(2)

Explain your answer: Ben says 75p + 25p = £1.00 but he writes 1.0. Is Ben correct? Give a clear explanation.

(2)

A jam jar costs 85p. How much would 3 jam jars cost?

(1)

Explain your answer: A shop shows a label '2 for £1.50' for sweets priced at 80p each. Is this label correct? Show working.

(2)

Mrs Patel gives her class a collection of coins: two 50p, three 20p and one £1 coin. What is the total amount of money she gives the class? Write your answer in pounds and pence.

(2)

How many pence are there in £2.75?

(1)

Write the amount shown as pounds and pence: 145p

(1)

Maya buys a pencil for 45p and an eraser for 60p. How much does she spend in total?

(2)

Oliwia pays with a £5 note for a sandwich costing £2.40 and a drink costing 85p. How much change should she get?

(2)

Circle the amounts which are less than £1: 80p, £1.10, 95p, £1.00

80p
£1.10
95p
£1.00

A toy costs £3.20. Sam has £1.50 and his grandma gives him £2. How much more money does he need to buy the toy?

(2)

Write the total of £2.20 and 70p as pounds and pence.

(1)

A baker sells a bun for 65p and a muffin for 55p. A customer buys 3 buns and 2 muffins. How much does the customer pay?

(2)

Mark scheme · 7.3 Money and Change

Question 1

B1 three pounds and fifty pence cao
Answer: three pounds and fifty pence

Question 2

M1 total cost found: £2.60 + £0.20 = £2.80
B1 £2.20 change cao (paid £5, change £5 - £2.80 = £2.20)
Answer: £2.20

Question 3

B1 £1.02 circled as it is 102p not 120p cao
Answer: £1.02

Question 4

B1 £2.00 cao
Answer: £2.00

Question 5

M1 cost calculated: 2 x 40p = 80p; 80p + 55p = 135p
B1 £0.65 change cao (200p - 135p = 65p)
Answer: £0.65

Question 6

M1 50p rule applied or working showing 49p < 50p
B1 £1.00 cao
Answer: £1.00

Question 7

M1 awareness that 75p + 25p = £1.00 and 1.0 is not clear money notation
B1 explanation that correct money format is £1.00 (not 1.0) or that 1.0 could be misread; statement that Ben is correct about value but must write £1.00 cao
Answer: Ben is correct about the value but should write £1.00, not 1.0

Question 8

B1 £2.55 cao
Answer: £2.55

Question 9

M1 calculation shown: 2 x 80p = 160p or £1.60
B1 conclusion that label '2 for £1.50' is incorrect; correct 2-for price should be £1.60 cao
Answer: Label is incorrect; 2 x 80p = £1.60, not £1.50

Question 10

M1 total of coins calculated: 2 x 50p = 100p, 3 x 20p = 60p, plus £1 = 100p
B1 £2.60 cao (100p + 60p + 100p = 260p)
Answer: £2.60

Question 11

B1 275p cao
Answer: 275p

Question 12

B1 £1.45 cao
Answer: £1.45

Question 13

M1 addition of 45p + 60p seen (105p or £1.05)
B1 £1.05 cao
Answer: £1.05

Question 14

M1 total cost found: £2.40 + £0.85 = £3.25 or 325p
B1 £1.75 change cao
Answer: £1.75

Question 15

B1 80p and 95p circled oe
Answer: 80p, 95p

Question 16

M1 total Sam has calculated: £1.50 + £2.00 = £3.50 or recognised he has more than cost
B1 He does not need more money; answer '£0.30 change' or 'no more needed, 30p change' cao
Answer: He needs no more money - he has £3.50, which is 30p more than the £3.20 toy costs

Question 17

B1 £2.90 cao
Answer: £2.90

Question 18

M1 correct multiplication or repeated addition seen: 3 x 65p = 195p and 2 x 55p = 110p
B1 £3.05 cao (195p + 110p = 305p)
Answer: £3.05

Money and Change - Worksheets, Questions and Revision

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Related topics

7.3 Money and Change

Question 1

Question 2

Question 3

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Question 10

Question 11

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