History of Human SocietyBlackmar, Frank W. (Frank Wilson)
History
History of Human Society
Blackmar, Frank W. (Frank Wilson)
Civilization; Progress; Sociology
_The Beginnings of Science Were Strong in Egypt, Weak in Babylon_.--The
greatest expression of the Egyptian learning was found in science. The
work in astronomy began at a very early date from a practical
standpoint. The rising of the Nile occurred at a certain time
annually, coinciding with the time of the rise of the Dog-star, which
led these people to imagine that they stood in the relation of effect
and cause, and from these simple data began the study of astronomy.
The Egyptians, by the study of the movement of the stars, were enabled
to determine the length of the sidereal year, which they divided into
twelve months, of thirty days each, adding five days to complete the
year. This is the calendar which was {183} introduced from Egypt into
the Roman Empire by Julius Caesar. It was revised by Pope Gregory XIII
in 1582, and has since been the universal system for the Western
civilized world. Having reached their limit of fact in regard to the
movement of the heavenly bodies, their imagination related the stars to
human conduct, and astrology became an essential outcome. It was easy
to believe that the heavenly bodies, which, apparently, had such great
influence in the rise of the river and in the movement of the tides,
would have either a good influence or a baneful influence, not only
over the vegetable world but upon human life and human destiny as well.
Hence, astrology, in Egypt as in Babylonia, became one of the important
arts.
From the measurement of the Nile and the calculation of the lands,
which must be redistributed after each annual overflow, came the system
of concrete measurement which later developed into the science of
geometry. Proceeding from the simple measurement of land, step by step
were developed the universal abstract problems of geometry, and the
foundation for this great branch of mathematics was laid. The use of
arithmetic in furnishing numerical expressions in the solution of
geometrical and arithmetical problems became common.
Public-domain text, read in full here on John Shaqi.
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