Spreadsheets in teaching Mathematics at KS2
Helen Smith, NGfL Adviser
Aims
  • How can spreadsheets support interactive whole-class teaching in the daily Mathematics lesson?
  • What are the advantages of using a data projector with a spreadsheet?
Background: why spreadsheets?

In evaluating Phase 1 of NGfL, many teachers commented on the difficulty of locating resources for ICT in Mathematics. Teacher were also rapidly becoming aware of the potential of the large display, in whole-class interactive teaching. As a consequence, Kent NGfL agreed to support three teachers in developing the use of spreadsheets in teaching Mathematics at Key Stages 1 and 2, with a particular focus on numeracy.

The key distinction between a spreadsheet and a calculator is that the former has a two-dimensional display. Results are stored on the sheet, not wiped off each time something new is entered. Spreadsheets therefore offer an excellent means of exploring patterns in number sequences and the effects of repeated operations.

Pupils in Year 4 and above may be taught to enter, copy and paste formulae on a spreadsheet to generate number patterns. In my experience there has always been a strong emphasis on estimation and mental calculation - pupils regard prediction of spreadsheet results as a 'game'. Activities involving (for example) triangular and square numbers and 'tables' will be trialled, developed and evaluated. What evidence (in class discussion, work away from the computer) is there of improved understanding and knowledge of number and number operations?

Spreadsheets may be used to generate examples for practice of arithmetic skills. Number Magic has materials, and resources for Excel may be downloaded from various Web sites. Because the examples are so readily changed, they are excellent in prompting questions such as 'What will happen if we subtract 15 more?' 'What should we add to make the answer 62?'

Other issues

Spreadsheets, it has been claimed, are of value in teaching key algebraic ideas at an early level. What evidence comes to light? In what other ways are highly abstract concepts presented in a more concrete form? For example, what are the advantages of using spreadsheet graphs in representing number patterns?

A further potential use of spreadsheets is in supporting investigations such as the relationship between volume and surface area for cubes of increasing size; areas of rectangles of constant perimeter.

Another advantage of spreadsheets is that, essentially, they all work in the same way, whatever the platform or software. There are opportunities for homework - provided that pupils have access to computers after school.

Method

Data projectors and laptops were loaned to Susan Connor (Bean Primary) and Dinah Howard (Shears Green Junior) to support class teaching. At Fleetdown Junior, Graham Reeve taught a Year 4 class on the 16 station network in the ICT Room.

Initial, mid-point and concluding half-day conferences were held to plan, review progress, analyse and evaluate outcomes. Three additional days' supply cover enabled the teachers to work closely with small groups and write up lesson plans and evaluation.

Reading

Smith, H.M. (1999) Opportunities for ICT in the Primary Classroom, Trentham Books.

Ainley, J. (1996) Enriching Primary Mathematics with IT. Hodder and Stoughton.

Spreadsheet links

MathsNet
There is an A-Z guide and animated tutorial.

Fibonacci Numbers and Nature
Fibonacci numbers can be generated on a spreadsheet. This site looks in detail at where, how and why they occur in the natural world. There are many colourful, clear diagrams, and animations of growing plants.

Spreadsheet resources from All Souls School, Westminster

 
Kent County Council logo. Link to web site
spacer

[ Contact Us ]

© Kent County Council 2004 | Site Template Designed by EIS, Maidstone
Kent NGfL, Oxford Road, Maidstone, ME15 8AW. Tel: 01622 672779 Fax: 01622 663591