19/06/2022 · Towards the end of July, and with eleven states then having ratified, the process of organizing the new government began. The Continental Congress, which still functioned at irregular intervals, passed a resolution on September 13, 1788, to put the new Constitution into operation with the eleven states that had then ratified it.
- September 17, 1787
- June 21, 1788
- March 4, 1789
- United States of America
16/06/2022 · La mayoría de sus posteriores obras se centraron en otras áreas de la filosofía. Continuó desarrollando su filosofía moral, especialmente en la Crítica de la razón práctica (Kritik der praktischen Vernunft, conocida como la segunda Crítica) de 1788 y la Metafísica de las costumbres (Metaphysik der Sitten) de 1797.
18/06/2022 · After declaring independence from Britain in 1776, the thirteen states created a permanent alliance to coordinate American efforts to win the Revolutionary War. This alliance, the United States, was to be governed according to the Articles of Confederation, which was more of a treaty between independent countries than a national constitution.
18/06/2022 · Arthur Schopenhauer ( / ˈʃoʊpənhaʊər / SHOH-pən-how-ər,  German: [ˈaɐtʊɐ ˈʃoːpm̩haʊɐ] ( listen); 22 February 1788 – 21 September 1860) was a German philosopher. He is best known for his 1818 work The World as Will and Representation (expanded in 1844), which characterizes the phenomenal world as the product of a blind noumenal will.
11/06/2022 · Note: In 1788, 1792, 1796, and 1800, each elector cast two votes for president. This cartogram shows the number of electors from each state for the 2012, 2016 and 2020 presidential elections. Following the 2010 Census , New York and Ohio lost two electoral votes, 8 states lost one, [f] 6 states gained one, [g] Florida gained two, and Texas gained four.
Hace 1 día · Interval arithmetic (also known as interval mathematics, interval analysis, or interval computation) is a mathematical technique used to put bounds on rounding errors and measurement errors in mathematical computation. Numerical methods using interval arithmetic can guarantee reliable and mathematically correct results.