Elementary arithmetic, with brief notices of its history... by Robert Potts.
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ON THE DIVISIONS AND MEASURES OF TIME. 19 number of years. The correction, however, will be inconsiderable for many ages, as it will amount only to a day and a half to be suppressed in the space of 5000 years. The modern Hebrew Calendar was settled by Rabbi Hillel, about the middle of the fourth century of the Christian era, and is founded on the periods of the moon and the sun. It is so arranged that the festival of the Passover should be celebrated on the day of the new moon at the vernal equinox, or on the day nearest to the day of the moon's conjunction with the sun. The months are arranged, some of 29 days, and others of 30 days. The intercalary year had an additional month, called Ve-Adar. This intercalary month is placed between the months Adar and Nisan, and consists of 29 days in common years and of 30 days in intercalary years. According to the scheme of Rabbi Hillel, a common year may consist of 353, 354, or 355 days, and an intercalary year of 383, 384, or 385 days; but his rules and limitations secure the reckonings of the calendar from any inconvenient discrepancy with the seasons. The most recent scheme for the reform of the calendar was made at the French Revolution, and lasted about fourteen years. The first fruits of this Revolution were the constitution of the National Convention, the deposition of the king in 1792, and France declared to be a Republic. These proceedings were followed by the murder of the king and the queen at Paris in the following year. The Convention of the Republic, by two decrees issued on 5th Oct. and on 24th Nov., 1793, abolished the old calendar, which reckoned from the epoch of the birth of Christ, and decreed a new calendar, on what they considered true philosophical principles. But from the inconveniences arising out of the regularity of the motion of the earth on its axis and in its orbit round the sun, and of the moon round the earth, they could only change names, and decree minor subdivisions of time, and begin the year at a different epoch. Accordingly it was decreed that the era of the Revolution, 22nd September, 1792, should be distinguished as the first day of the year of the French Republic, being the day of the autumnal equinox. The year was divided into 12 months, of 30 days each, with five complementary days. The leap years were styled Olympic years. The following descriptive epithets they gave to their new months are not new names, but merely an imitation of the old Dutch names. Vind(miare,vintacgemonth,began 22 Sept. Germinal, budding month, began 21 Mar. Brumaire, foggy, 22 Oct. Floreal, flowery,, 20 April Frimaire, sleety,, 21 Nov. Prarial, meadow,, 20 May Nivose, snowy,, 21 Dec. Messidor, harvest,, 19 June Pluvi6se, rainy, 20 Jan. Thermidor, hot,, 19 July Vent6se, windy,, 19 Feb. Fructidor, fruit,, 8 Aug. The new calendar appointed the five complementary days of the ordinary years to be celebrated as festivals: the 17th September dedicated to Virtue, the 18th to Genius, the 19th to Labour, the 20th to Opinion, and the 21st to Rewards. In every Olympic year from 11 Ventase (29th Feb.) to the end of the year, each day of the month was one day earlier than in ordinary years, and there were six instead of five festival days. It is curious to remark that the designation of sanss-czottides (taken from sansculottes) was given to these festival days. The name at first had been
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About this Item
- Title
- Elementary arithmetic, with brief notices of its history... by Robert Potts.
- Author
- Potts, Robert, 1805-1885.
- Canvas
- Page 19
- Publication
- London,: Relfe bros.,
- 1876.
- Subject terms
- Arithmetic
Technical Details
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https://name.umdl.umich.edu/abu7012.0001.001
- Link to this scan
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https://quod.lib.umich.edu/u/umhistmath/abu7012.0001.001/132
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https://quod.lib.umich.edu/cgi/t/text/api/manifest/umhistmath:abu7012.0001.001
Cite this Item
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"Elementary arithmetic, with brief notices of its history... by Robert Potts." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/abu7012.0001.001. University of Michigan Library Digital Collections. Accessed June 12, 2025.