Grammelogia, or, The mathematicall ring extracted from the logarythmes, and projected circular : now published in th[e] inlargement thereof unto any magnitude fit for use, shewing any reasonable capacity that hath not arithmeticke, how to resolve and worke, all ordinary operations of arithmeticke : and those that are most difficult with greatest facilitie, the extract on of rootes, the valuation of leases, &c. the measuring of plaines and solids, with the resolution of plaine and sphericall triangles applied to the practicall parts of geometrie, horo[l]ogographic, geographie, fortification, navigation, astronomie, &c, and that onely by an ocular inspection, and a circular motion / invented an[d] first published, by R. Delamain, teacher, and student of the mathematicks.

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Title
Grammelogia, or, The mathematicall ring extracted from the logarythmes, and projected circular : now published in th[e] inlargement thereof unto any magnitude fit for use, shewing any reasonable capacity that hath not arithmeticke, how to resolve and worke, all ordinary operations of arithmeticke : and those that are most difficult with greatest facilitie, the extract on of rootes, the valuation of leases, &c. the measuring of plaines and solids, with the resolution of plaine and sphericall triangles applied to the practicall parts of geometrie, horo[l]ogographic, geographie, fortification, navigation, astronomie, &c, and that onely by an ocular inspection, and a circular motion / invented an[d] first published, by R. Delamain, teacher, and student of the mathematicks.
Author
Delamain, Richard, fl. 1631.
Publication
[S.l. :: s.n.],
1630.
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Subject terms
Logarithms -- Early works to 1800.
Mathematical instruments -- Early works to 1800.
Arithmetic -- Early works to 1800.
Link to this Item
http://name.umdl.umich.edu/A20103.0001.001
Cite this Item
"Grammelogia, or, The mathematicall ring extracted from the logarythmes, and projected circular : now published in th[e] inlargement thereof unto any magnitude fit for use, shewing any reasonable capacity that hath not arithmeticke, how to resolve and worke, all ordinary operations of arithmeticke : and those that are most difficult with greatest facilitie, the extract on of rootes, the valuation of leases, &c. the measuring of plaines and solids, with the resolution of plaine and sphericall triangles applied to the practicall parts of geometrie, horo[l]ogographic, geographie, fortification, navigation, astronomie, &c, and that onely by an ocular inspection, and a circular motion / invented an[d] first published, by R. Delamain, teacher, and student of the mathematicks." In the digital collection Early English Books Online 2. https://name.umdl.umich.edu/A20103.0001.001. University of Michigan Library Digital Collections. Accessed June 3, 2025.

Pages

Page [unnumbered]

In mirificam Logarythmorum pro∣jectionem Circularem.

NEperum meritò totus mirabitur Orbis, Qui Logarythmiacos repperit arte modos: Radicem extractam dempsit, Tangens{que} secans{que}, Atque sinus, duram difficilem{que} viam: Ritè Mathematicam & subitò cognoscere praxin, Si quis amat, praestant Organa rara nova: Rara Logarythmi projectio, circulus is{que} Mobilis aspectu,, haec ardua cuncta docet. Hîc tibi cernuntur proportio recta, trium{que} Regula, divisi & multiplicantis opus: Hîc tibi radicum est extractio tracta figuris, Corporis hîc plani, sic solidi{que} metron: Analysis plani tibi sphaerati{que} trianglî, Cernitur, hîc praxis quam{que} mathesis habet; Et latet hîc usus quem non natura reclusit, Jllum mirificè ast Organa adaucta docent.
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