@prefix skos: <http://www.w3.org/2004/02/skos/core#> .
@prefix isothes: <http://purl.org/iso25964/skos-thes#> .

<https://concepts.sagepub.com/social-science/concept/finance>
  skos:prefLabel "finance"@en ;
  a skos:Concept ;
  skos:narrower <https://concepts.sagepub.com/social-science/concept/compound_growth_rates> .

<https://concepts.sagepub.com/social-science/concept/accounting_and_activity-based_costing>
  skos:prefLabel "accounting and activity-based costing"@en ;
  a skos:Concept ;
  skos:narrower <https://concepts.sagepub.com/social-science/concept/compound_growth_rates> .

<https://concepts.sagepub.com/social-science/concept/conceptgroup/concepts>
  a skos:Collection, isothes:ConceptGroup ;
  skos:prefLabel "concepts"@en ;
  skos:member <https://concepts.sagepub.com/social-science/concept/compound_growth_rates> .

<https://concepts.sagepub.com/social-science/concept/compound_growth_rates>
  skos:definition "The compound growth rate for a pair of values, V1 and V2, and a number of time periods, n, is the constant growth rate, g, that will cause V1 to grow to V2 over n time periods. In equation form, g must satisfy If you know V1, V2, and n, then you can solve for g: The following examples can help explain the uses of the compound growth rate formulas. [Source: <a href=\"https://sk.sagepub.com/reference/healthcaremanagement/n133.xml\" target=\"_blank\" data-id=\"to-sk\">Encyclopedia of Health Care Management; Compound Growth Rate</a>]"@en ;
  skos:broader <https://concepts.sagepub.com/social-science/concept/finance>, <https://concepts.sagepub.com/social-science/concept/accounting_and_activity-based_costing> ;
  skos:prefLabel "compound growth rates"@en ;
  a skos:Concept .