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[this is a icon-] A single observation from a data cube dataset

Disability Living Allowance: an observation

Number of Disability Living Allowance claimants by age group and gender.

Observed value

11,270 Claimants

Dimensions
Dimension
Value
Age (unlocking this dimension will also unlock the Reference Area)
  1. 18-24 years
Gender (unlocking this dimension will also unlock the Reference Area)
  1. All
Measure Type (unlocking this dimension will also unlock the Reference Area)
  1. Count
Reference Area
  1. Scotland
Reference Period (unlocking this dimension will also unlock the Reference Area)
  1. 2006-Q3
Reference Area
(showing types of area available in these data)
  1. Countries
  2. Council Areas
  3. Scottish Parliamentary Constituencies
  4. Health Board Areas
  5. Electoral Wards
  6. Community Health Partnerships
  7. 2001 Intermediate Zones
  8. 2001 Data Zones
Time series: Count (Claimants) for values of Reference Period
Reference Area 2002-Q2 2002-Q3 2002-Q4 2003-Q1 2003-Q2 2003-Q3 2003-Q4 2004-Q1 2004-Q2 2004-Q3 2004-Q4 2005-Q1 2005-Q2 2005-Q3 2005-Q4 2006-Q1 2006-Q2 2006-Q3 2006-Q4 2007-Q1 2007-Q2 2007-Q3 2007-Q4 2008-Q1 2008-Q2 2008-Q3 2008-Q4 2009-Q1 2009-Q2 2009-Q3 2009-Q4 2010-Q1 2010-Q2 2010-Q3 2010-Q4 2011-Q1 2011-Q2 2011-Q3 2011-Q4 2012-Q1 2012-Q2 2012-Q3 2012-Q4
Scotland 8,180 8,380 8,610 8,800 9,010 9,230 9,430 9,650 9,810 10,060 10,220 10,370 10,500 10,620 10,740 11,010 11,170 11,270 11,490 11,570 11,700 11,870 12,030 12,070 12,300 12,570 12,790 13,050 13,270 13,500 13,730 13,850 14,060 14,220 14,240 14,360 14,380 14,550 14,570 14,720 14,760 14,880 14,870
Age: Count (Claimants)
  1. 0
    312,650
  2. All
    312,650
  3. 25-49 years
    83,420
  4. 60-69 years
    78,390
  5. 50-59 years
    65,530
  6. 70 years and over
    42,010
  7. 60-64 years
    40,690
  8. 65-69 years
    38,200
  9. 55-59 years
    37,650
  10. 50-54 years
    28,270
  11. Under 16 years
    25,950
  12. 70-74 years
    25,910
  13. 45-49 years
    25,170
  14. 40-44 years
    22,010
  15. 35-39 years
    17,360
  16. 16-24 years
    14,830
  17. 75-79 years
    13,120
  18. 11-15 years
    11,620
  19. 5-10 years
    11,330
  20. 30-34 years
    11,270
  21. 18-24 years
    11,270
  22. 0
    312,650
URI

This is a linked data resource: it has a permanent unique uri at which both humans and machines can find it on the Internet, and which can be used an identifier in queries on our SPARQL endpoint.

http://statistics.gov.scot/data/disability-living-allowance/quarter/2006-Q3/S92000003/age/18-24/gender/all/claimants/count
All metadata
In Graph http://statistics.gov.scot/graph/disability-living-allowance
Age http://statistics.gov.scot/def/dimension/age
18-24 years http://statistics.gov.scot/def/concept/age/18-24-years
Count http://statistics.gov.scot/def/measure-properties/count
11270 xsd:integer
Data set qb:dataSet http://purl.org/linked-data/cube#dataSet
Disability Living Allowance http://statistics.gov.scot/data/disability-living-allowance
Gender http://statistics.gov.scot/def/dimension/gender
All http://statistics.gov.scot/def/concept/gender/all
Measure type qb:measureType http://purl.org/linked-data/cube#measureType
Count http://statistics.gov.scot/def/measure-properties/count
Reference Area http://purl.org/linked-data/sdmx/2009/dimension#refArea
Scotland http://statistics.gov.scot/id/statistical-geography/S92000003
Reference Period http://purl.org/linked-data/sdmx/2009/dimension#refPeriod
2006-Q3 http://reference.data.gov.uk/id/quarter/2006-Q3
Type rdf:type http://www.w3.org/1999/02/22-rdf-syntax-ns#type
Observation http://purl.org/linked-data/cube#Observation
Unit of Measure http://purl.org/linked-data/sdmx/2009/attribute#unitMeasure
Claimants http://statistics.gov.scot/def/concept/measure-units/claimants
Machine-readable formats

In addition to this bookmarkable html page, this metadata about this linked data resource is also available for our robot customers in the following machine-readable formats. Please refer to the API documentation for more details.

metadata about this linked data resource JSON RDF/XML Turtle N-Triples