Mean Center of Population for the United States: 1790 to 2010

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Owen Bartholomew MICHIGAN 1790 1800 1810 1820 1830 1840 1850 1860 1870 1880 1890 1900 1910 1920 1930 1940 1950 1960 1970 1980 1990 2000 2010 Texas Clay Pike Highland Wirt Phelps Hardy St. Clair Grant Crawford Jefferson Clinton Greene Kent Loudoun Sulli- van Monroe Upshur Decatur Boone Howard ALABAMA ARKANSAS DC GEORGIA ILLINOIS INDIANA IOWA KENTUCKY MARYLAND MISSISSIPPI MISSOURI NORTH CAROLINA OHIO PENNSYLVANIA SOUTH CAROLINA TENNESSEE VIRGINIA WEST VIRGINIA Prepared by the Geography Division U.S. DEPARTMENT OF COMMERCE Economics and Statistics Administration U.S. Census Bureau Mean Center of Population for the United States: 1790 to 2010 Miles 0 50 100 0 50 100 Kilometers State or State Equivalent County or County Equivalent Kent County of Center of Population Mean Center of Population Located near Plato, MO 2010 Mean Center of Population

Transcript of Mean Center of Population for the United States: 1790 to 2010

Page 1: Mean Center of Population for the United States: 1790 to 2010

OwenBartholomew

MICHIGAN

1790180018101820

1830184018501860

187018801890190019101920

19301940

195019601970

198019902000

2010 Texas

Clay

PikeHighland Wirt

Phelps

Hardy

St. Clair

Grant

Crawford JeffersonClinton

Greene

Kent

LoudounSulli-vanMonroe

Upshur

Decatur

Boone

Howard

ALABAMA

ARKANSAS

DELAWAREDC

GEORGIA

ILLINOIS INDIANA

IOWA

KENTUCKY

MARYLAND

MISSISSIPPI

MISSOURI

NORTH CAROLINA

OHIO

PENNSYLVANIA

SOUTHCAROLINA

TENNESSEE

VIRGINIA

WESTVIRGINIA

Prepared by the Geography DivisionU.S. DEPARTMENT OF COMMERCE Economics and Statistics Administration U.S. Census Bureau

Mean Center of Population for the United States: 1790 to 2010

Miles0 50 100

0 50 100 Kilometers

State or State EquivalentCounty or County Equivalent

Kent County of Center of PopulationMean Center of Population Located near Plato, MO2010 Mean Center of Population

CHAPTER 18: Inference about a Population Mean

CHAPTER 18: Inference about a Population Mean

Population and sample mean

Population and sample mean

Chapter 20 Confidence Intervals and Hypothesis Tests for a Population Mean ; t distributions t distributions confidence intervals for a population mean.

Chapter 20 Confidence Intervals and Hypothesis Tests for a Population Mean ; t distributions t distributions confidence intervals for a population mean.

Transportation changes America. Population Moving West A. Counting of the population was called Census a. US population in 1790 was nearly 4,000,000 b.

Transportation changes America. Population Moving West A. Counting of the population was called Census a. US population in 1790 was nearly 4,000,000 b.

JUNE 2019 Population Bulletin...The U.S. Population Is Increasing but the Pace of Growth Is Slowing U.S. Population and Percentage Increase in Population Between Census Years, 1790

JUNE 2019 Population Bulletin...The U.S. Population Is Increasing but the Pace of Growth Is Slowing U.S. Population and Percentage Increase in Population Between Census Years, 1790

NEW JERSEY POPULATION TRENDS 1790 TO 2000 · 2007-11-21 · The resident population excludes the overseas population. Source: Censuses of Population and Housing: 1790 through 2000.

NEW JERSEY POPULATION TRENDS 1790 TO 2000 · 2007-11-21 · The resident population excludes the overseas population. Source: Censuses of Population and Housing: 1790 through 2000.

-- Unit 6 -- 1790 to 1840 Growth and Prosperity. Some Background Tidbits! Population: The population of the US in 1790 was about 4 million. (There are.

-- Unit 6 -- 1790 to 1840 Growth and Prosperity. Some Background Tidbits! Population: The population of the US in 1790 was about 4 million. (There are.

Hypothesis Testing of Population Mean

Hypothesis Testing of Population Mean

Robust Confidence Intervals for the Population Mean ...

Robust Confidence Intervals for the Population Mean ...

Chapter 10 America’s Economic Revolution. The Changing American Population 1790 = 4 million 1790 = 4 million 1820 = 10 million 1820 = 10 million 1830.

Chapter 10 America’s Economic Revolution. The Changing American Population 1790 = 4 million 1790 = 4 million 1820 = 10 million 1820 = 10 million 1830.

Inference About a Population Mean

Inference About a Population Mean

1 1 Slide ©2009. Econ-2030-Applied Statistics (Dr. Tadesse) Chapter 9 Learning Objectives Population Mean: Unknown Population Mean: Unknown Population.

1 1 Slide ©2009. Econ-2030-Applied Statistics (Dr. Tadesse) Chapter 9 Learning Objectives Population Mean: Unknown Population Mean: Unknown Population.

1790-2000 Population Density [Enter slide show description]

1790-2000 Population Density [Enter slide show description]

New Population Division Working Paper No. 56 · 2002. 9. 13. · Population Division HISTORICAL CENSUS STATISTICS ON POPULATION TOTALS BY RACE, 1790 TO 1990, AND BY HISPANIC ORIGIN,

New Population Division Working Paper No. 56 · 2002. 9. 13. · Population Division HISTORICAL CENSUS STATISTICS ON POPULATION TOTALS BY RACE, 1790 TO 1990, AND BY HISPANIC ORIGIN,

msjihanonline.files.wordpress.com  · Web viewStatistics on Slavery, “Population of the South, 1790-1860.” . Author: Jihan, Rivanna J …

msjihanonline.files.wordpress.com  · Web viewStatistics on Slavery, “Population of the South, 1790-1860.” . Author: Jihan, Rivanna J …

Mean Standard Population Sample deviation Distribution of sample …users.sussex.ac.uk/~grahamh/RM1web/Sampling... · 2012. 1. 31. · the population mean: If we obtain a sample mean

Mean Standard Population Sample deviation Distribution of sample …users.sussex.ac.uk/~grahamh/RM1web/Sampling... · 2012. 1. 31. · the population mean: If we obtain a sample mean

1 CHAPTER 4 (PART 3) STATISTICAL INFERENCES. 2 Hypothes is testing Hypothesis testing for population mean One population mean Two population mean Hypothesis.

1 CHAPTER 4 (PART 3) STATISTICAL INFERENCES. 2 Hypothes is testing Hypothesis testing for population mean One population mean Two population mean Hypothesis.

Interval Estimation Interval estimation of a population mean: Large Sample case Interval estimation of a population mean: Small sample case.

Interval Estimation Interval estimation of a population mean: Large Sample case Interval estimation of a population mean: Small sample case.

2-1 Data Summary and Display Population Mean For a finite population with N measurements, the mean is The sample mean is a reasonable estimate of.

2-1 Data Summary and Display Population Mean For a finite population with N measurements, the mean is The sample mean is a reasonable estimate of.

Growth of Early America Population was doubling about every 25 years. First census in 1790- 4 million Americans 90% rural population Vermont, Kentucky,

Growth of Early America Population was doubling about every 25 years. First census in 1790- 4 million Americans 90% rural population Vermont, Kentucky,