Search Results - Table of artificial sines.

Mathematical tables difference of latitude and departure: : logarithms, from 1 to 10,000. : Artificial sines, tangents, and secants.

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Mathematical tables difference of latitude and departure: : logarithms, from 1 to 10,000. : Artificial sines, tangents, and secants.

Search for the full-text online version of this title in the Early American imprints database

Mathematical tables difference of latitude and departure : logarithms, from 1 to 10,000 : and artificial sines, tangents, and secants.

Search for the full-text online version of this title in the Early American imprints database

Mathematical tables difference of latitude and departure : logarithms, from 1 to 10,000 : and artificial sines, tangents, and secants.

Search for the full-text online version of this title in the Early American imprints database

Mathematical tables difference of latitude and departure: : logarithms, from 1 to 10,000. : Artificial sines, tangents, and secants.

Search for the full-text online version of this title in the Early American imprints database

A table of artificial sines and tangents to every degree and minute of the quadrant

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A triangular canon logarithmical or, a table of artificial sines and tangents, ... With a table of logarithms.

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A Table of logarithms, for numbers increasing in their natural order, from an unit to 10000 With a table of artificial sines, tangents and secants,...

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A table of logarithms, for numbers increasing in their natural order, from an unit to 10000 With a table of artificial sines, tangents and secants,...

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A triangular canon logarithmical, or, A table of artificial sines, tangents, and secants the radius 10,00000, and to every degree and minute of the quadrant. by Norwood, Richard, 1590?-1675

“…Table of artificial sines, tangents and secants.…”
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A table of logarithms, for numbers increasing in their natural order, from an unit to 10000 With a table of artificial sines tangents and secants, the...

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A table of logarithms, for numbers increasing in their natural order, from an unit to 10000 With a table of artificial sines, tangents and secants,...

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Canon triangulorum logarithmicus, or, A table of artificial sines and tangents to every degree and minute of the quadrant by Sturmy, Samuel, 1633-1669

“…A table of artificial sines and tangents to every degree …”
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Canon triangulorum logarithmicus, or, A table of artificial sines and tangents to every degree and minute of the quadrant the common radius being 10,000000 / by Sturmy, Samuel, 1633-1669

“…Table of artificial sines and tangents to every degree …”
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Arithmetical trigonometry being the solution of all the usual cases in plain trigonometry by common arithmetick without any tables whatsoever : to which is added an easie, exact and speedy method for making the tables of natural sines, tangents and secants ; as also the making of the tables of logarithms and of the artificial sines,... by Forster, Mark

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Arithmetical trigonometry being the solution of all the usual cases in plain trigonometry by common arithmetick without any tables whatsoever : to which is added an easie, exact and speedy method for making the tables of natural sines, tangents and secants ; as also the making of the tables of logarithms and of the artificial sines,... by Forster, Mark

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Arithmetical trigonometry being the solution of all the usual cases in plain trigonometry by common arithmetick, without any tables whatsoever. To which is added an easy, exact and speedy method for making the tables of natural sines, tangents and secants: as also the making of the tables of logarithms, and of the artificial sines,... by Forster, Mark

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Arithmetical trigonometry being the solution of all the usual cases in plain trigonometry by common arithmetick, without any tables whatsoever. To which is added an easy, exact and speedy method for making the tables of natural sines, tangents and secants: as also the making of the tables of logarithms, and of the artificial sines,... by Forster, Mark

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A mathematical manual, containing tables of logarithmes for numbers, sines and tangents with the manifold use thereof briefly explained and applied in arithmetick, geometry, astron... by Phillippes, Henry, -1677?

“…Table of artificial sines and tangets to every degree …”
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Norwood's epitome being the application of the doctrine of triangles in certain problems concerning the use of the plain sea-chart, and Mercator's chart ... : with a table of artificial sines, tangents, and the complements... by Norwood, Richard, 1590?-1675

“…Table of artificial sines, tangents, and the complements …”
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