Definition of Gyrum. Meaning of Gyrum. Synonyms of Gyrum

Here you will find one or more explanations in English for the word Gyrum. Also in the bottom left of the page several parts of wikipedia pages related to the word Gyrum and, of course, Gyrum synonyms and on the right images related to the word Gyrum.

Definition of Gyrum

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Hydrargyrum
Hydrargyrum Hy*drar"gy*rum, n. [NL., fr. L. hydrargyrus, Gr. ?; ? water + ? silver.] (Chem.) Quicksilver; mercury.
Lithargyrum
Lithargyrum Li*thar"gy*rum, n. [NL. See Litharge.] (Old Chem.) Crystallized litharge, obtained by fusion in the form of fine yellow scales.

Meaning of Gyrum from wikipedia

- orders of the infinitesimally small" is present in his De motu corporum in gyrum of 1684 and in his papers on motion "during the two decades preceding 1684"...
- De motu corporum in gyrum (from Latin: "On the motion of bodies in an orbit"; abbreviated De Motu) is the presumed title of a m****cript by Isaac Newton...
- 1684, Newton sent a m****cript to Edmond Halley titled De motu corporum in gyrum ('On the motion of bodies in an orbit'), which provided a physical justification...
- form, nearly all of the content of Newton's 1684 tract De motu corporum in gyrum. The Principia begin with "Definitions" and "Axioms or Laws of Motion",...
- Edmund Halley, now lost but presumed to have been titled De motu corporum in gyrum (Latin for "On the motion of bodies in an orbit"). Halley presented Newton's...
- times. The second word, borrowed from Gr****, should properly be spelled gyrum. In English, there are many palindrome words such as eye, madam, and deified...
- prompting the latter to write a nine-page answer, De motu corporum in gyrum, which was later to be expanded into the Principia. Mentioned above are...
- results to Edmond Halley and to the Royal Society in De motu corporum in gyrum in 1684. This tract contained the nucleus that Newton developed and expanded...
- from his theory of gravity, contained in the paper De motu corporum in gyrum, is read to the Royal Society by Edmond Halley. 1768 – The first edition...
- compared to a bounding rectangle). In his m****cript De motu corporum in gyrum, and in the 'Principia', Isaac Newton cites as a lemma proved by previous...