Brief Description
A short classroom census is used to convey the rationale and
basic methodology of the Census of Population, which is then
looked at in more detail. The problems of question design and
(briefly) confidentiality are considered, and the Census data is
used to provide information and to make comparisons between
regions and over a period of time.
Design Time: 4-5 hours.
Aims and Objectives
On completion of this unit pupils should be able to discuss
the nature, purpose and timing of the Census of Population, to
read data from tables, to make simple comparisons and to
calculate a simple statistic such as mean household size. They
will have practised drawing information from a questionnaire,
drawing bar charts, devising suitable questions for a
questionnaire and working out percentage increases in popuhtion.
They meet examples of making projections from census data and of
deciding what information to collect. They should be more aware
of the importance and difficulty of good questionnaire design,
the problems of reaching everyone in a national census and how
this is done in the Census of Population, how confidentiality can
be preserved in giving statistical information, the basic
information collected in the Census of Population and how it can
be used.
Prerequisites
Pupils need to be able to construct frequency tables, to draw
bar charts with discrete data, to find the mode and range from a
set of discrete data, to read simple tables and to divide by a
decimal such as 7.45. Optional work requires pupils to know how
to calculate the mean from a frequency table and to calculate
percentage increases. The word statistic is used in this
unit as a summary measure of a set of observations.
Equipment and Planning
See the bibliography at the end for suitable literature. A
copy of the blank census form used in the last census would be
useful, especially in Section B. Pupils need paper on
which to complete a simple questionnaire in Section A2,
which is handed in for collation and used in A3. The
collection needs a prepared blank table either on paper or on the
blackboard. General discussion is useful in many parts of
Sections A and B as some of the important
points are subtle and may be missed by individual pupils.
Optional section A3h to 1 is on
overcrowding and can be done by quicker pupils or omitted if it
would prove socially embarrassing. Optional questions C2e,
C3d to i, and C4h
are more difficult and are for the more able pupil.
Detailed Notes
Section A
In this unit the term census is used to imply that
all members of the appropriate population are contacted. A survey
may contact all the population or only some of the population (a sample
survey). This terminology is not universally accepted.
Some people use the term 'census' when the information
collected is concerned with straight-forward statistical counts
or classification, as in the Census of Population. A survey would
then go beyond this to find opinions, etc. A fuller discussion of
this point is in the book by C. A. Moser.
A1
Discussion should show that the questions can be
interpreted differently and hence are poor.
A2
The official definitions show the care needed to ensure
consistent interpretation of the Census form. The questionnaire
in b is on paper to preserve confidentiality.
The names are only recorded to ensure a complete set of replies.
The household is defined in terms of buildings (and not
relationships) for convenience. The term share
housekeeping may need explanation. The official
definition of a room is a space enclosed by some combination
of walls, doors and windows. Pupils can read A5
while the class data is being collected and collated.
Alternatively, the pupils can write their results on the
blackboard, but this removes the confidentiality between members
of the class.
A3
b, e Pupils may need reminding that the numbers
on the x-axis should be under the centre of the bars and not on
the boundaries. Either distribution may be bimodal. Usually the
mode and range of rooms are higher than the mode and range of
household size.
The optional end part of this section uses the class data to
give a statistic measuring overcrowding. It can be omitted if
potentially embarrassing.
A4
Individual answers get absorbed in the overall picture and cannot
be deduced. This erlsures confidentiality of information from the
casual reader. All Census officials are sworn to secrecy.
a, b The answer is no, except that he does
know the range in which your answers lie. In the Census of
Population, results can be aggregated for district councils,
parliamentary constituencies, counties, standard regions, England
and Wales, Scotland, Britain and the United Kingdom.
A5
The method of the Census of Population is described to show how
the O.P.C.S. answers the problems posed in a and
b. The sort of persons that are difficult to
reach include tramps, travellers, caretakers, night-shift workers
and people hiding from the police. About 800 tramps were recorded
in Lond on in 1971. The arrangements try to ensure that everyone
in a building on Census night is counted. People abroad on
holiday might also still be missed.
Section B
This section considers the why, when, how and what of the
Census of Population.
B1
The specific questions in italics can be used to lead on to a
general discussion on the reasons for having a census. The
results are used by central government, local authorities and
industry (amongst others), Buildings such as nursing homes,
hospitals, places for Darby and Joan clubs, sports centres,
schools, colleges and facilities such as bowling greens and
discotheques all need planning ahead. There is a need to know how
many people will be involved and where different age groups hve.
The facts in e can largely be obtained from the Census data.
Population estimates are kept up-to-date including latest birth
and death data and estimates of migration figures from passenger
surveys. As well as extensive Census publications the O.P.C.S.
conducts the Social Surveys. From the Census specific
cross-tabulations can be supplied on order in an agreed format
for small area statistics.
B2
There was no Census in 1941 because of war. National Registration
(1939) was used in place of this to correct estimates based on
the 1931 Census. It would be too expensive to carry out a Census
every year and it is not necessary. It also takes several years
to compile and produce all the data from a Census.
B3
Questions are tried out oq a sample of people before being used
on a census form. The second question in c is the better since it
is less ambiguous, though it is more difficult to read. The
information on travel to work can be used by the authorities to
plan their public transport system and road improvements. Time
spent at work can be used in economic forecasts so that
appropriate recreational facilities can be developed.
As times change, so do priorities. Luxuries become
necessities. No-one had cars or dishwashers in 1801. Almost all
people now have a cold-water supply, so there is no need to ask
about it. This explains g why some questions get
changed. Topics in the 1971 Census which will not appear in the
1981 Census are: parents' countries of birth; address five years
ago; occupation one year ago; dates of marriage and details of
children born in marriage; certain household amenities (such as
cooker, kitchen sink and hot-water supply). If a question proves
to be misunderstood, then it is better to change it at the next
Census.
Sometimes a change of definition is required. For example, in
1961 kitchens were included as rooms if one ate in them. This was
changed because some people felt it was socially inferior to eat
in kitchens and hence lied. In 1966 (the mid-Census 10% sample)
kitchens and sculleries were rooms if you cooked in them. In 1971
kitchens were counted if at least six feet wide.
B4
For the benefit of the pupils the questions from the Census are
given in abbreviated form. The reference numbers refer to the
actual numbers on the Census form. The questions in List 2 are
graded so that the early questions require information from only
one of the items on List l. All items in List 1 are used
somewhere in List 2.
Section C
This section shows the sort of analysis that can be done,
using data from the 1961 and 1971 Censuses, by average ability
pupils within a fairly short time period. Note that when reading
a table of data it is important to determine what units are being
used. In the trials of this teaching material many pupils failed
to notice that the populations are given in millions.
C1
If more practice is needed in reading Table 1, the
questions can be answered for regions other than their own.
C2
The answers to e can be based on the
number of car-less households. The population density of the area
would also be relevant, and so Greater London needs a good public
transport system. It would be more informative in d
to compare the percentage of pensioners, but this requires quite
a lot of computation.
C3
A calculator would be useful here.
C4
Rounding errors will often lead to apparently incorrect
totals. The male / female imbalance is due to (i) wars which kill
off more men, (ii) boys having a higher mortality rate (which in
the past has been more than enough to balance out the fact that
more boys than girls are born) and (iii) the fact that women live
longer. This leads to there being more unmarried women than men
in society. The imbalance is getting smaller as there have been
no wars here since 1945, medical facilities are improving and the
mortality rate for young boys has decreased.
More tables giving data from the 1971 Census can be found in
the bibliography. In 1961 the cost of collecting data for the
Census was K3 million. This information yielded 12 000 pages of
tables. In 1971 the comparable cost was f.l 1 million. and 26 000
pages of tables had been produced by 1978. The time-lag between
collection and publication of some of the results can be brought
to the pupils' attention and the implications discussed. The
government intends to publish some of the results from the 1981
Census more quickly. Some tables of all local government
districts should be available before the end of 1982 and it is
aimed to make all the main results available before the end of
1984.
Further work can be developed from information in the
bibliography. Many local authorities produce attractive booklets
of regional data. These are usually available free or at nominal
cost from the local planning department. Other possible
developments include the investigation of local parish records
and the changes they show and the influence of, for example,
industrialization and the railways on population patterns and
growth.
Bibliography
- Social Sciences. A Second Level Course, D291
Unit 3 Population (Open University Press) Each copy
contains a specimen 1971 Census Form.
- O.P.C.S. Population Trends, (H.M.S.O.) This is
the quarterly journal of the Office of Population
Censuses and Surveys.
- O.P.C.S. Census "H" form Why the Census is
so vital, a leaflet
Census Matters, a booklet suitable for pupils
giving a guide to the facts and figures
These are available free from: Census Registry, Room
8/23, O.P.C.S., St. Catherine's House, 10 Kingsway,
London, WC2B 6JP.
Census Monitors Available from Information
Branch (Dept. M), O.P.C.S.
- Survey Methods in Social Investigation by C. A.
Moser and G. Kalton. (Heinemann Educational, 1971)
Answers
A4
- No, but see detailed notes.
- No, but see detailed notes.
- None
- Class distributions of household size and number of rooms
Bl
See detailed notes.
B2
- 1971
- 1981
- See detailed notes.
B3
- The second question. See detailed notes.
- See detailed notes.
- See detailed notes.
- See detailed notes.
B4
- 1 B3
2 B2
3 A1/2
4 A3
5 B9/10
6 A5
7 B11/12
8 B13/14
9 B21
10 A, B4
11 B2, B8
12 B17, B19/20
13 B18, B19/20
14 B7, B13/14
15 B22, B15/16
16 B3, B7, B13/14
17 B3, B7, B13/14
18 B3, B6, B15/16, B22/23
(B7 can be replaced by B15/16 in any answer.)
C1
Depends on the local region
C2
- 48.8 million
- Greater London, Wales
- Rest of South East, East Anglia
- North, Yorks and Humberside, North West
C3
- 2.96 people per household
- Household sizes
|
GL |
SE |
EA |
EM |
Y+H |
No |
NW |
WM |
Wa |
SW |
1961 |
3.01 |
3.17 |
3.13 |
3.21 |
3.07 |
3.25 |
3.13 |
3.28 |
3.30 |
3.19 |
1971 |
2.81 |
3.00 |
2.93 |
2.97 |
2.91 |
3.00 |
2.97 |
3.04 |
3.03 |
2.95 |
- 5.86%
- 13.01%
- Mean household size is reduced
- and h Percentage increase 1961 to 1971
|
GL |
SE |
EA |
EM |
Y+H |
No |
NW |
WM |
Wa |
SW |
Population |
-6.9 |
19.3 |
13.6 |
5.6 |
4.3 |
1.5 |
2.6 |
7.4 |
3.4 |
10.9 |
Households |
-0.4 |
25.9 |
21.3 |
14.0 |
10.0 |
10.0 |
8.1 |
15.9 |
12.5 |
19.6 |
C4
- to c See detailed notes.
- 8.8 millions
- 4.6 millions
- 4.3 millions
- See detailed notes.
Test Questions
- When will the next Census of Population be held?
- Give one reason for holding a Census.
For each pair of questions in 3 and 4 tick the one that
you think is a better question to put on a Census form.
- a How big is your household?
b How many rooms are there in your household's
accommodation?
- a Where do you work?
b What is the full address of your place of work?
- A man refuses to fill in the Census form because he
thinks other people in the neighbourhood will find out
personal details about him. Why is he wrong in thinking
this?
- Why does the Census ask for everyone's name and address?
- Name one type of person who may be hard to find in a
Census.
Year |
Households |
Total number |
Owner occupied |
With 1-3 rooms |
With 7 or more rooms |
With no bath or shower |
1961 |
16211 |
6588 (41) |
3631 (22) |
953 (6) |
3638 (22) |
1971 |
18115 |
8720 (48) |
3025 (17) |
1541 (19) |
1604 (9) |
Table 1 Households in Great Britain
(Figures are in thousands, those in brackets are
percentages.)
(Source: O.P.C.S.)
Use the table above to answer questions 8,
9 and 10 about Britain.
- a How many households had 7 or more rooms in 1961?
b How many households had 1-3 rooms in 1971?
c What percentage of households were owner-occupied in
1971?
- Write a sentence comparing the number of rooms in
households in 1961 and 1971.
- Suppose the government had decided in 1971 to give a
grant of £100 to each household to install its first
bath or shower. What is the most this decision would have
cost?
- Why is the Census not taken every year?
Answers
- 1981
- To provide statistical information etc.
- b
- b
- Results presented collectively not individually
- To check everyone is counted
- Tramps, criminals, travellers
- a 953 000
b 3 025 000
c 48%
- People's households were bigger in 1971 than 1961.
- £160 400 000
- Too expensive, or too time consuming to analyse
Connections with Other Published Units from the Project
Other Units at the Same Level (Level 4)
Choice or Chance
Figuring the Future
Testing Testing
Retail Price Index
Smoking and Health
Equal Pay
Units at Other Levels In the Same or Allied Areas of the Curriculum
Level 1
Wheels and Meals
Leisure for Pleasure
Tidy Tables
Level 2
Opinion Matters
Level 3
Car Careers
Cutting it Fine
Phoney Figures
Multiplying People
Pupil Poll
This unit is particularly relevant to: Social Sciences,
Humanities, Economics, Commerce.
Interconnections between Concepts and Techniques Used In these Units
These are detailed in the following table. The code numbers in
the left-hand column refer to the items spelled out in more
detail in Chapter 5 of Teaching Statistics 11-16.
An item mentioned under Statistical Prerequisites
needs to be covered before this unit is taught. Units which
introduce this idea or technique are listed alongside.
An item mentioned under Idea or Technique Used is not
specifically introduced or necessarily pointed out as such in the
unit. There may be one or more specific examples of a more
general concept. No previous experience is necessary with these
items before teaching the unit, but more practice can be obtained
before or afterwards by using the other units listed in the two
columns alongside.
An item mentioned under Idea or Technique Introduced
occurs specifically in the unit and, if a technique, there will
be specific detailed instruction for carrying it out. Further
practice and reinforcement can be carried out by using the other
units listed alongside.
Code No. |
Statistical
Prerequisites |
Introduced
in |
2.1a |
Constructing single variable frequency tables |
Wheels and Meals
Tidy Tables
Opinion Matters |
2.2a |
Bar charts |
Leisure for Pleasure |
3.la |
Mode |
Leisure for Pleasure
Car Careers |
*3.1f |
Mean for frequency distribution |
Cutting it Fine |
5a |
Reading tables |
Wheels and Meals
Retail Price Index
Leisure for Pleasure
Equal Pay
Figuring the Future |
|
Ideas and
Techniques Used |
Introduced
in |
Also Used in |
1.2a |
Using discrete data |
Wheels and Meals
Tidy Tables
Car Careers
Multiplying People
Figuring the Future
Equal Pay |
Leisure for Pleasure
Opinion Matters
Cutting it Fine
Phoney Figures
Retail Price Index |
1.2c |
Problems of classification of data |
Wheels and Meals
Opinion Matters
Car Careers
Phoney Figures |
Leisure for Pleasure
Tidy Tables
Retail Price Index
Testing Testing |
1.2e |
Discrete bivariate data |
|
Wheels and Meals
Testing Testing
Equal Pay
Tidy Tables
Smoking and Health |
5z |
Detecting trends |
Car Careers
Cutting it Fine
Multiplying People
Phoney Figures
Smoking and Health |
Equal Pay |
|
Ideas and
Techniques Introduced |
Also
Used in |
1.1a |
Census for a small, well-defined population - simple
data |
Wheels and Meals
Leisure for Pleasure
Cuging it Fine |
1.1b |
Census for a small, well-defined population -
difficult data |
Opinion Matters |
1.1c |
Census of a large population |
Multiplying People
Figuring the Future |
1.1d |
National Census |
|
1.4a |
Data by direct counting or measurement |
Leisure for Pleasure
Retail Price Index
Cutting it Fine
Testing Testing |
1.4b |
Using someone else's directly measured or counted
data |
Leisure for Pleasure
Multiplying People
Retail Price Index
Tidy Tables
Phoney Figures
Smoking and Health
Car Careers
Figuring the Future
Equal Pay |
1.4c |
Using own questionnaire |
Opinion Matters
Pupil Poll |
1.4d |
Using results of other people's questionnaires |
Opinion Matters
Smoking and Health |
1.4e |
Finding appropriate data |
Tidy Tables
Equal Pay
Car Careers
Smoking and Health |
5e |
Comparing directly comparable data |
Cutting it Fine
Equal Pay
Figuring the Future
Smoking and Health
Retail Price Index |
5g |
Looking for sources of non-comparability |
Opinion Matters
Equal Pay
Cutting it Fine
Retail Price Index |
5h |
Reading bivariate data |
Wheels and Meals
Testing Testing
Tidy Tables
Smoking and Health
Phoney Figures |
5v |
Inference from tables |
Wheels and Meals
Car Careers
Phoney Figures
Equal Pay
Leisure for Pleasure
Cutting it Fine
Retail Price Index
Tidy Tables
Multiplying People
Smoking and Health |
5aa |
Making projections |
Multiplying People
Figuring the Future |
|