1911 Census of Scotland, County Report (Sample Report Title: Census Returns of Scotland, 1911, showing Area, Houses and Population; also the ages, civil or conjugal condition, occupations, birthplaces, and Institutions. Parts 1-4. Cities of Edinburgh, Glasgow, Dundee, and Aberdeen), Table 1 : " Population of Civil Parishes".

List for top level Stewarton

List for Ayrshire ScoCnty

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If Drill-down appears click for more detailed statistics
Area in Acres
[1]
1911
1901
Separate Families
[2]
Houses
Population
Rooms with one or more Windows
[9]
Separate Families
[10]
Houses
Population
Rooms with one or more Windows
[17]
Inhabited
[3]
Uninhabited
[4]
Building
[5]
Males
[6]
Females
[7]
Total
[8]
Inhabited
[11]
Uninhabited
[12]
Building
[13]
Males
[14]
Females
[15]
Total
[16]
Stewarton ScoP Total   13,635 Show data context 876 Show data context 869 Show data context 60 Show data context 3 Show data context 1,755 Show data context 2,134 Show data context 3,889 Show data context 2,961 Show data context 870 Show data context 859 Show data context 68 Show data context - 2 Show data context 1,824 Show data context 2,134 Show data context 3,958 Show data context 2,826 Show data context

No data for lower-level units are available.

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This website does not try to provide an exact replica of the original printed census tables, which often had thousands of rows and far more columns than will fit on our web pages. Instead, we let you drill down from national totals to the most detailed data available. The column headings are those that appeared in the original printed report. The numbers presented here, which are the same ones we use to create statistical maps and graphs, come from the census table and have usually been carefully checked.

The system can only hold statistics for units listed in our administrative gazetteer, so some rows from the original table may be missing. Sometimes big low-level units, like urban parishes, were divided between more than one higher-level units, like Registration sub-Districts. This is why some pages will give a higher figure for a lower-level unit: it covers the whole of the lower-level unit, not just the part within the current higher-level unit.