Sociology and Modern Social Problems by Charles A. (Charles Abram) Ellwood
page 144 of 298 (48%)
page 144 of 298 (48%)
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following statistics for different civilized countries for the ten-year
period of 1894-1903. These statistics, we may note, are based on the percentage of deaths among children under one year of age and not upon the one thousand of their population. In Russia, 27 per cent of all children born during the ten-year period of 1894-1903 died the first year; in Germany, 19.5 per cent; in Italy, 17 per cent; in France, 15.5 per cent; in England, 15 per cent; in Ireland, 10 per cent; in Norway, 9.4 per cent; in New Zealand, 9.7 per cent; while in the United States in 1900, according to the census, 16.2 per cent of all children born in the registration area died the first year. The Laws of the Growth of Population.--Can the growth of population be reduced to any principle or law? This is a problem which has puzzled social thinkers for a long time. Many have thought that the growth of population can be reduced to one or more relatively simple laws, but we have seen from analyzing the statistics of birth rate and death rate that this is hardly probable. A formula that would cover the growth of population would have to cover all of the variable causes influencing birth rate and death rate and so entering into the surplus of births over deaths. It is evident that these causes are too complex to be reduced to any such formula among modern civilized peoples. In the animal world and among uncivilized peoples, however, conditions are quite different, and the growth of population is regulated by certain very simple principles or laws. Thus it is probable that for centuries before the whites came, the Indians of North America were stationary in their population, for the reason that under their stationary condition of culture a given area could support only so many people. In conditions of savagery, and even of barbarism, therefore, we can lay down the principle that population will increase up to the limit of food supply, will stop there and remain stationary until food supply increases. This |
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