# Division with Money: Half Price Sale

In this worksheet, students divide the cost of goods by 2 to find the new price in a 'half price' sale - correctly using pounds and pence signs.

Key stage:  KS 2

Curriculum topic:   Measurement

Curriculum subtopic:   Solve Four Operations Problems

Difficulty level:

### QUESTION 1 of 10

In a Half Price Sale, all original prices are halved or divided by 2.

Example 1

How much will a CD costing £10.50 cost in this Half Price Sale?

We must work out £10.50 ÷ 2 = £5.25

Example 2

How much did a CD cost originally, if it is priced at £10.50 in this Half Price Sale?

We must work out £10.50 x 2 = £21.00

In this sale, how much will we pay for an item originally costing £14.50?

In this sale, how much will we pay for an item originally costing £12.50?

In this sale, how much will we pay for an item originally costing £13.50?

In this sale, how much will we pay for an item originally costing £120.20?

In this sale, how much will we pay for an item originally costing £1500.10?

In this sale, an item is priced at £24.  What was it's original price before the sale?

In this sale, an item is priced at £24.20.  What was it's original price before the sale?

In this sale, an item is priced at £12.35.  What was it's original price before the sale?

In this sale, an item is priced at £12.55.  What was it's original price before the sale?

In this sale, an item is priced at £149.99.  What was it's original price before the sale?

• Question 1

In this sale, how much will we pay for an item originally costing £14.50?

£7.25
EDDIE SAYS
£14.50 ÷ 2 = £7.50
• Question 2

In this sale, how much will we pay for an item originally costing £12.50?

£6.25
EDDIE SAYS
£12.50 ÷ 2 = £6.25
• Question 3

In this sale, how much will we pay for an item originally costing £13.50?

£6.75
EDDIE SAYS
£13.50 ÷ 2 = £6.75
• Question 4

In this sale, how much will we pay for an item originally costing £120.20?

£60.10
EDDIE SAYS
£120.20 ÷ 2 = £60.10
• Question 5

In this sale, how much will we pay for an item originally costing £1500.10?

£750.05
EDDIE SAYS
£1500.10 ÷ 2 = £750.05
• Question 6

In this sale, an item is priced at £24.  What was it's original price before the sale?

£48
EDDIE SAYS
£24.00 x 2 = £48
• Question 7

In this sale, an item is priced at £24.20.  What was it's original price before the sale?

£48.40
EDDIE SAYS
£24.20 x 2 = £48.40
• Question 8

In this sale, an item is priced at £12.35.  What was it's original price before the sale?

£24.70
EDDIE SAYS
£12.35 x 2 = £24.70
• Question 9

In this sale, an item is priced at £12.55.  What was it's original price before the sale?

£25.10
EDDIE SAYS
£12.55 x 2 = £25.10
• Question 10

In this sale, an item is priced at £149.99.  What was it's original price before the sale?

£299.98
EDDIE SAYS
£149.99 x 2 = £299.98
---- OR ----

Sign up for a £1 trial so you can track and measure your child's progress on this activity.

### What is EdPlace?

We're your National Curriculum aligned online education content provider helping each child succeed in English, maths and science from year 1 to GCSE. With an EdPlace account you’ll be able to track and measure progress, helping each child achieve their best. We build confidence and attainment by personalising each child’s learning at a level that suits them.

Get started