Money and Time draft Y4

Example 1: (a) What is the cost of 7 packets of crisps costing 24p each?

• 168p

• 150p

• 180p

• 200p

Example 1: (b) How much change do you get from £5 when paying for these crisps?

(7 packets of crisps costing 24p each)

• £1.50

• £2.00

• £3.00

• £3.50

Example 2: (a) How much does Joshua spend if he buys a cheeseburger costing £1.59, a portion of chips costing 99p, and a drink costing £1.15?

• £3.73

• £3.73

• £3.73

• £3.73

Anthony pays £1.35 to swim at a sports centre. He then buys a drink costing 79p and a packet of crisps costing 27p from the sports centre café. How much does he spend altogether?

• £2.41

• £2.50

• £2.30

• £2.20

How much money does he have left if he had £6.30 when he entered the sports centre?

• £0.00

• £1.59

• £3.89

• £6.39

A family buys 3 children's meals that cost £1.99 each and 2 value meals that cost £3.49 each. How much does the family spend altogether?

• £10.95

• £12.95

• £11.95

• £13.95

Jamil wants to buy a bike that costs £249.99. He has saved £192.50. How much more does he need to save before he can buy the bike?

• £57.49

• £57.50

• £58.49

• £58.50

A teacher buys a chocolate bar for each child in her class. The bars cost 34p each. There are 31 children in her class. (a) How much does she spend? (b) How much change does she get from a £20 note?

• She spends £10.54 and gets £9.46 change

• She spends £10.34 and gets £9.66 change

• She spends £10.54 and gets £9.66 change

• She spends £10.34 and gets £9.46 change

A tutor group raises £86.28 for charity. They decide to divide the money equally between 4 charities. (a) What amount do they give to each charity? (b) How much extra would they have to raise for each of the charities to be given £28?

• £21.57 to each charity; £6.43 extra needed for each charity

• £21.57 to each charity; £25.72 extra needed for each charity

• £22.57 to each charity; £6.43 extra needed for each charity

• £22.57 to each charity; £7.43 extra needed for each charity

Tickets for a school play cost £1.20 for children and £2.10 for adults. What would be the total cost of tickets for: (a) 2 adults and 4 children, (b) 3 adults and 2 children?

• (a) £10.80, (b) £10.80

• (a) £9.00, (b) £10.80

• (a) £10.80, (b) £9.00

• (a) £9.00, (b) £8.70