Estimates of the Population of Idaho CountiesThe Department, 1972 |
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1.–5. rezultāts no 83.
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... school enrollment in grades 1 through 12 ( X4 ) . The prediction equation for Idaho for the 1970's is given by -0.0280+ 0.4025 X + 0.1696 X2 + 0.0806 X3 +0.3072 X4 ; and ( 2 ) The Census Bureau's Component Method II , which employs ...
... school enrollment in grades 1 through 12 ( X4 ) . The prediction equation for Idaho for the 1970's is given by -0.0280+ 0.4025 X + 0.1696 X2 + 0.0806 X3 +0.3072 X4 ; and ( 2 ) The Census Bureau's Component Method II , which employs ...
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... school enrollment ( X ) , and automobile registration ( X4 ) . The prediction equation for Utah for the 1970's is given by Y - 0.0777 + 0.0865X1 - 0.0300X2 + 0.4091X3 + 0.4514X4 and ( 2 ) The Census Bureau's Component Method II , which ...
... school enrollment ( X ) , and automobile registration ( X4 ) . The prediction equation for Utah for the 1970's is given by Y - 0.0777 + 0.0865X1 - 0.0300X2 + 0.4091X3 + 0.4514X4 and ( 2 ) The Census Bureau's Component Method II , which ...
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... school enrollment ( X ) , and motor vehicle registration ( X5 ) . The prediction equation for Arizona for the 1970's is given by = -0.0885 + 0.1437X + 0.2318X , + 0.0850X + 0.0316X4 + 0.5891X ( 2 ) The Census Bureau's Component Method ...
... school enrollment ( X ) , and motor vehicle registration ( X5 ) . The prediction equation for Arizona for the 1970's is given by = -0.0885 + 0.1437X + 0.2318X , + 0.0850X + 0.0316X4 + 0.5891X ( 2 ) The Census Bureau's Component Method ...
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... Education , and Welfare , April 1971. For a detailed analysis of the test ... school census ( X4 ) , and gross sales ( X ) . The prediction equation for ... enrollment as a basis for measuring net migration . The esti- mates made by ...
... Education , and Welfare , April 1971. For a detailed analysis of the test ... school census ( X4 ) , and gross sales ( X ) . The prediction equation for ... enrollment as a basis for measuring net migration . The esti- mates made by ...
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... school enrollment ( X2 ) , per capita tax ( X3 ) , and marriages ( X4 ) . The prediction equation for Vermont for the 1970's is given by Y = = 0.1878 -0.1170X1 + 0.1641X2 + + 0.7285X + 0.0311X4 3 and ( 2 ) The Census Bureau's Component ...
... school enrollment ( X2 ) , per capita tax ( X3 ) , and marriages ( X4 ) . The prediction equation for Vermont for the 1970's is given by Y = = 0.1878 -0.1170X1 + 0.1641X2 + + 0.7285X + 0.0311X4 3 and ( 2 ) The Census Bureau's Component ...
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1972 State estimates 1973 estimates average Births Deaths Number Bureau's Component Method Census Bureau's Component change between 1971 Chesapeake city COMMERCE Social Component Method II counties were developed county estimates County July county populations Current Population Reports Deaths Number Percent December 31 demolition records DEPARTMENT OF COMMERCE developed by adding Economic Statistics Administration esti estimates are shown estimates for counties estimates for July ESTIMATES PUBLISHED estimates shown estimating technique Federal-State Cooperative Program Government Printing Office Hawaii Housing Unit method Idaho Medicare Method II estimates METROPOLITAN AREAS metropolitan counties metropolitan statistical area nearest hundred nearest thousand number of different Number Percent Births P-28 summaries Percent Births Deaths percent deviations Population Reports issued provisional July PUBLISHED IN SERIES Regression method resident population school enrollment Series P-26 sional provi South Dakota Statistics Administration BUREAU Superintendent of Documents U.S. Department U.S. Government Printing unrounded numbers Vital Rates Washington WEST SOUTH CENTRAL Y-Intercept
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