Census data are being delivered in a number of new formats which are free online. Articles in Education News (cat.no 1330.0) for 2007 illustrate how to search for Census data.
The activity uses one of the Census products, namely **QuickStats, **which provides** **summary data in tabular form, with comparative data for Australia.** QuickStats **are available for** **areas as large as Australia or as small as a Collection District (about 230 households) and a range of geographic units in between. QuickStats is one of a number of census products available free on the web.

1. Identify the line of transect. It may be from the central business district outwards to the rural urban fringe. Identify the geographical localities to be sampled along the line of transect. For the transect in urban areas use statistics from suburbs, postal areas, Local Government Areas and Statistical Local Areas, whilst in rural districts Statistical Local Areas or Statistical Divisions may be more useful. The examples provided are for suburbs in Melbourne and Statistical Local Areas in Sydney.

2. Provide students with a map of the area. Calculate the distance along the line of transect for each of the chosen geographic areas to be sampled.

3. Ask students to create their own copy of the diagram shown in Figure 1. They should create a scale for the horizontal axis representing the distances in kilometres of each sample location along the line of transect. Begin with zero where the y axis intercepts the horizontal or ‘x’ axis.

4. Students may work in groups or individually. Each group could be allocated a different line of transect to investigate.

5. If working in groups, allocate each member of the group one of the characteristics from the **QuickStats **table (e.g. people aged 0-4 years, median household income) to investigate. The group size will depend on the number of characteristics being studied. The examples in Tables 1a and 1b provides eight characteristics.

6. Ask the students to use **QuickStats** to obtain the value of their assigned characteristic for the chosen suburbs. In addition, ask the student to find the comparative statistic for the larger representative geographic region e.g. the Statistical Division or the value for the State.

7. Ask students to calculate the difference between the values for the suburb and comparative values for the representative area, by subtracting the values. Use a table similar to Table 2 to record the results.

Some characteristics will be above the representative region (e.g. more 5-14 year olds in the chosen suburb compared with the Statistical Division) and will therefore be positive. Some values will be below and will therefore be represented by a negative value on the ‘y’ axis in Figure 1.

8. Ask students to review the differences between the suburb and the representative area and choose an appropriate scale for the ’y’ axis. For each suburb students draw a column graph at the appropriate distance along the transect, which represents the percentage by which the suburb varies either positively or negatively from the representative region for that city or state.

9. The group comes together to see how each characteristic varies along the line of transect.

**Questions:**

1. Using the data created, **describe** the changes in the chosen demographic and socio-economic characteristics along the line of transect.

2. For the line of transect, **explain **the marked variations from the representative area values.

3. If several transects of different localities have been undertaken, compare transects for different parts of the city or State. **Explain** any differences identified.

4. Find a diagram of an urban transect showing changes in land use and building height. Relate this diagram to the completed transect. Is it possible to identify links between land use and socio-economic data for the chosen study area?

5. Prior to commencing the activity, ask students to suggest the demographic and socio-economic changes expected along the line of transect. On completion of the activity, assess the extent to which the expectations were accurate.