The smart way to improve grades

Comprehensive & curriculum aligned

Affordable pricing from £10/month

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.

'Division with Money: Half Price Sale' worksheet

Key stage:  KS 2

Curriculum topic:   Measurement

Curriculum subtopic:   Solve Four Operations Problems

Difficulty level:  

Worksheet Overview

QUESTION 1 of 10

 Half price sale

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?

 

Answer

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?

 

Answer

We must work out £10.50 x 2 = £21.00

Half Price Sale

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

Half price sale

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

Half price sale

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

Half price sale

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

Half price sale

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

Half price sale

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

Half price sale

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

Half price sale

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

Half price sale

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

Half price sale

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

  • Question 1

Half Price Sale

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

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

Half price sale

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

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

Half price sale

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

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

Half price sale

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

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

Half price sale

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

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

Half price sale

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

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

Half price sale

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

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

Half price sale

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

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

Half price sale

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

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

Half price sale

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

CORRECT ANSWER
£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
laptop

Start your £1 trial today.
Subscribe from £10/month.