1 edition of **The seaman"s tutor, explaining geometry, cosmography, and trigonometry** found in the catalog.

- 385 Want to read
- 34 Currently reading

Published
**1682**
by Obadiah Blageave in London
.

Written in English

- Early works to 1800,
- Navigation

**Edition Notes**

Statement | by Mr. P. Perkins |

Contributions | Briggs, Henry, 1561-1630, Perkins, Eysum |

The Physical Object | |
---|---|

Pagination | [4], 47, [1], [66], [112], [88], [49]-260, [14] p., [5] leaves of plates (some fold.) : |

Number of Pages | 260 |

ID Numbers | |

Open Library | OL26459355M |

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The seaman's tutor, explaining geometry, cosmography, and trigonometry: with requisite tables of longitude and latitude of sea-ports, traverse tables, tables of easting and westing, Pages: The seaman's tutor, explaining geometry, cosmography, and trigonometry: with requisite tables of longitude and latitude of sea-ports, traverse tables, tables of easting and westing, meridian miles.

The Seaman's Tutor: Explaining Geometry, Cosmography, and Trigonometry Compiled for Use of the Mathematical School in Christ's Hospital-London, His Majesty Charles II, his Royal Foundation. The Seaman’s Tutor: explaining Geometry, Cosmography, and Trigonometry.

Compiled for the Use of the Mathematical School in Christ’s Hospital London. (This is the first navigation classbook. The seaman’s tutor: Explaining geometry, cosmography, and trigonometry.

Compiled for the use of the Mathematical School in Christ’s Hospital London. London, UK: Obadiah Blagrave. Google Explaining geometry Nerida F.

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What's Inside the Cover: A creative, visual presentation of geometry designed to maximize student learning and retention. All concepts are explained in simple. An introduction to trigonometry and plane and analytic geometry with a final chapter on limits, so that the student is well prepared to begin calculus and advanced mathematics.

Its major emphasis is on graphic representation of problems and upon their solution by the combined analytic methods of geometry /5. The Britannica Guide to Algebra and Trigonometry. Euclid (Euclidean geometry, of course), Isaac Newton, Pierre-Simon Laplace, Joseph-Louis Lagrange, and more by the time he was P.

Perkins, The Seaman’s Tutor: Explaining Geometry, Cosmography, and Trigonometry (London, ), facing p. Courtesy of the John Carter Brown Library at Brown. Trig equations are problems where you're solving for X or Theta but they're hidden behind a trig function, like "2sinX-1=0" or "tan 2 X-1=0".

Lots of vocab in this one -- specific solutions, general solutions. Gerardus Mercator (/ dʒ ɪ ˈ r ɑːr d ə s m ɜːr ˈ k eɪ t ər /; 5 March – 2 December ) was a 16th-century geographer, cosmographer and cartographer from the County of is most Born: Geert de Kremer, 5 MarchRupelmonde.

Overview. Trigonometry in the form of triangulation is at the heart of navigation, whether it is by land, sea, or air. GPS systems use triangulation to find and fix positions, extrapolating what is .