Go to PostCALC page Go to Table of Contents
Go Back One Page Go Forward One Page

Population Growth Models

When you click on the button below corresponding to your CAS, you will be able to download the file corresponding to Part 3 of this module.

Part 3: World Population Growth

In this part we attempt to model the growth of a population very important to us -- human population of the world. Only in the 20th century has it become possible to make reasonable estimates of the population of the world, current or past. The following table lists some of those estimates, based in part on data considered "most reliable" in a 1970 paper and in part on both overlapping and more recent data from the U. S. Census Bureau. Of course, the earliest entries are at best educated guesses. The later entries are more likely to be correct -- at least to have the right order of magnitude -- but you should be aware that there is no "world census" like the decennial U. S. census.

Year
(CE)
Population
(millions)
Year
(CE)
Population
(millions)
1000 200 1940 2295
1650 545 1950 2517
1750 728 1955 2780
1800 906 1960 3005
1850 1171 1965 3345
1900 1608 1970 3707
1910 1750 1975 4086
1920 1834 1980 4454
1930 2070 1985 4850

Sources: (1) A. L. Austin and J. W. Brewer, "World Population Growth and Related Technical Problems", IEEE Spectrum 7 (Dec. 1970), pp. 43-54. (2) U. S. Census Bureau.

Go to PostCALC page Go to Table of Contents
Go Back One Page Go Forward One Page


modules at math.duke.edu Copyright CCP and the author(s), 1999