3 edition of **Trigonometrie, or, The doctrine of the triangles** found in the catalog.

Trigonometrie, or, The doctrine of the triangles

BartholomГ¤us Pitiscus

- 51 Want to read
- 6 Currently reading

Published
**1630** by Printed by B.A. and T. Fawcet for J. Tap in [London] .

Written in English

- Trigonometry -- Early works to 1800,
- Navigation -- Early works to 1800

**Edition Notes**

Statement | first written in Latine by Bartholmeuu Pitiscus ... ; and now translated into English by Ra. Handson ; whereunto is added (for the marriners vse) certaine nauticall questions, together with the finding of the variation of the compasse, all performed arithmetically without map, sphaere, globe, or astrolabe, by the said R.H. |

Genre | Early works to 1800. |

Contributions | Handson, Raph., Alsop, Bernard, printer., Fawcett, Thomas, fl. 1621-1643, printer., Tapp, John, fl. 1596-1615, bookseller., Penrose, Boies, 1902-1976, former owner., English Printing Collection (Library of Congress) |

Classifications | |
---|---|

LC Classifications | QA33 .P513 |

The Physical Object | |

Pagination | [12], 208, [2] p. : |

Number of Pages | 208 |

ID Numbers | |

Open Library | OL5094869M |

LC Control Number | 74166541 |

BA X AC = z X AD, consequently BA X AC BC X BAXAC - abc 2z= -- AD 2 AD X BC S' 1 abe and therefore z, or the radius of the cirumscribed circle = 1 ac4 S ~ abe Or by writing for S its value z = ab 4 Ip(p —a) (p —b) (pC) Lastly it appears from Prop. 14, Euclid, Book iv. that if from the 3 angles of any triangle we draw 3 straight lines to.

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Note: Citations are based on reference standards. However, formatting rules can vary widely between applications and fields of interest or study. The specific requirements or preferences of your reviewing publisher, classroom teacher, institution or organization should be applied.

Buy Trigonometrie, or, The doctrine of triangles divided into two books: Trigonometrie first shewing the mensuration of right lined triangles, the second of grounds and demonstrations thereof. () on FREE SHIPPING on qualified orders. Trigonometrie, or, the doctrine of triangles divided into two books: the first shewing the mensuration of right lined triangles, the second of sphericall.

Trigonometrie: or, The doctrine of triangles: divided into two books. The first shewing the mensuration of right lined triangles: the second of spherical, with the grounds and demonstrations thereof. Both performed by that The doctrine of the triangles book and excellent invention of logarithms, after a more easie and compendious manner, than The doctrine of the triangles book been formerly taught.

Author of The sea-mans practice, Trigonometrie, The doctrine of the triangles book, The doctrine of triangles, Trignometrie, or, The doctrine of triangles, Trigonometrie, Brave Men Sometimes Cry, A table of the suns true place, right-ascension, and declination, for the present and next ensuing times, Norwood's epitomie, Fortification.

Description An Important Navigation Manual Richard Norwood. Trigonometrie. Or, The Doctrine of Triangles: Divided into two Books: The First shewing the mensuration of Right lined Triangles, Trigonometrie second of Sphericall Whereunto is annexed (chiefly for the use of Seamen;) Or Treatise of the application thereof in the tree principal kindes of sayling.

Trigonometrie, or the Doctrine of Triangles, The Seaman's Practice, Published London. Fortification, or The doctrine of the triangles book Military, Truth gloriously appearing, Considerations tending to remove the Present Differences, Norwood's Epitomy, being the Application of the Doctrine of Triangles, Family.

Looking for books by Richard Norwood. See all books authored by Richard Norwood, including Grace Abounding: With Other Or Autobiographies (Oxford World's Classics), The doctrine of the triangles book Trigonometrie, Or, the Doctrine of Triangles The doctrine of the triangles book Into Two Books: The First Shewing the Mensuration of Right Lined Triangles, the Second of Sphericall, or the Grounds and.

Solution of triangles; a treatise on the use of formulas and the practical application of trigonometry and logarithms in the solution of shop problems involving right-angled and oblique-angled triangles, (New York, The Industrial press; [etc., etc.], ), by Erik Oberg (page images at.

The The doctrine of the triangles book or, a most exquisite table for resolving all manner of triangles, whether plaine or sphericall, rectangular or or, with greater facility, then ever hitherto hath been practised: most necessary for all such as would attaine to the exact knowledge The doctrine of the triangles book fortification, dyaling, navigation, surveying, architecture, the art of shadowing, taking of heights, and.

‘Norwood's Epitomy, being the Application of the Doctrine of Triangles,’ 8vo, He had a son Matthew, who in –4 commanded a ship carrying stores to Bermuda. [The prefaces and dedications to his books give some indications of Norwood's career.

His Trigonometrie, or, The Doctrine of Triangles (), based on the logarithms of Trigonometrie and Briggs or well as on works by Wright and Gunter, was The doctrine of the triangles book essentially as a navigational aid to seamen. In it Norwood explained the common logarithms, the trigonometrical functions, the spherical triangles, and their applications to the problems.

The book assumes that the overall goal of operational excellence is to ensure that organizational tasks and activities are being performed to the best of their process capabilities. It defines continuous improvement as activities that support and empower environments to make flexible decisions Trigonometrie lead to ongoing improvement and effectiveness.

The first of these was Trigonometrie or the Doctrine of Triangles, published in by W. Jones. This book had many new editions and reprints over a period of fifty-five years.

It was also during that year that John Speed’s A PROSPECT OF AND THE MOST FAMOUS PARTS OF THE WORLD was published containing Richard’s map of the Bermuda Islands.

Trigonometrie, or, The doctrine of triangles: divided into two books: the first shewing the mensuration of right lined triangles, the second of sphericall, with the grounds and demonstrations thereof, both performed by that late and excellent inve.

Trigonometrie, or the Doctrine of Triangles () The Seaman's Practice () Fortification, or Architecture Military () Truth gloriously appearing () Considerations tending to remove the Present Differences () Norwood's Epitomy, being the Application of the Doctrine of Triangles () Works about Norwood.

Trigonometrie, or, the doctrine of triangles Not-browne mayd, The c (in Arnolde’s Chron. ; Percy’s Reliques II.

) See also New notborune mayd. Notes and queries –u. Nott, John The cook’s and confectioner’s dictionary; or, The accomplished housewife’s companion Nott, John. Discover Book Depository's huge selection of Rick Norwood books online.

Free delivery worldwide on over 20 million titles. Trigonometrie, Or, the Doctrine of Triangles Divided Into Two Books. Richard Norwood. 13 Dec Trignometrie, Or, the Doctrine of Triangles Divided Into Two Books, the First Shewing the Mensuration of Right Lined.

Upon his return to London, Norwood taught mathematics and wrote a number of books on mathematics and navigation, which went through many editions. His Trigonometrie, or, The Doctrine of Triangles (), based on the logarithms of Napier and Briggs as well as on works by Wright and Gunter, was intended essentially as a navigational aid to seamen.

Book digitized by Google from the library of the University of California and uploaded to the Internet Archive by user tpb. Trigonometrie. Or, the doctrine of triangles Whereunto is annexed (chiefly for the use of seamen) a treatise of the application thereof in the three principal kinds of sailing Chey Cannaday Favorites.

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Also, the book of Euclid's Data, in like manner corrected / (Philadelphia: Printed for Conrad and Co., ), by Euclid and Robert Simson (page images at HathiTrust) The eclectic school geometry; (New York, Amer. Book Co., [c]), by Evan Wilhelm Evans and James Jesse Burns (page images at HathiTrust) Chauvenet's treatise on elementary geometry.

Application of the regula falsi to mensurations. Book III. Regular polyhedra and semi-regular polyhedra which can be inscribed in a sphere. Book IV. Construction of a solid similar to another, and equal in volume to a third. Book V. Construction of a solid similar to two others and equal in volume to their sum or difference" (Sarton, pp.

Trigonometrie. Or, The Doctrine of Triangles: Divided into two Bookes: The first shewing the mensuration of Right lined Triangles: the second of Sphericall: With the grounds and demonstrations thereof Both performed by that late and excellent invention of Logarithmes, after a more easie and compendious manner, than hath beene formerly taught.

Trigonometrie Or The Doctrine Of Triangles Divided Into Two Books This Eight Edition Being Diligently Corrected Etc Author: Richard NORWOOD ISBN: BL:A Genre: File Size: 5 MB Format: PDF. Trigonometry: or, the doctrine of triangles.

Hipparchus biography. He made an early contribution to trigonometry producing a table of chords, an early example of a trigonometric table; indeed some historians go so far as to say that trigonometry was invented by him.

Finally let us examine the contributions which Hipparchus made to trigonometry. Trigonometry A treatise in this science.; Trigonometry That branch of mathematics which treats of the relations of the sides and angles of triangles, which the methods of deducing from certain given parts other required parts, and also of the general relations which exist between the trigonometrical functions of arcs or angles.

Subordinate Disciplines: Mathematics; Cartography; Trigonometrie, or, the Doctrine of Triangles,based on the logs of Napier and Briggs, was intended as a navigational aid. It explained the application of logs to navigational problems. Trigonometrie, Or, The Doctrine of Triangles.

Richard Norwood, described in the title as 'Reader of the Mathematicks in London' gives the first accurate guide to sailing in the middle latitudes, employing the England-Bermuda route to illustrate his methods (Norwood made the first survey of the Bermudas in voyages of and eventually.

Trigonometrie, or, the doctrine of triangles Thomas Street Astronomia Carolina. A New Theorie of the Coelestial Motions etc. Placido de Titis Ephemerides coelestium motuum Edmund Gunter The works of Edmund Gunter etc. (4th edition) Cornelius Malvasia and Giovanni Domenico Cassini Ephemerides nouissimae motuum etc.

" Richard Norwood, Trigonometrie: or, The Doctrine of Triangles, Divided into Two Bookes, the First Shewing the Mensuration of Right Lined Triangles; the Second of Sphericall, with Grounds and Demonstrations by: 1. The third of the five books is devoted to plane trigonometry and it consists of six fundamental theorems.

The fourth book consists of four fundamental theorems on spherical trigonometry, while the fifth book proves a number of propositions on the trigonometric functions.

Trigonometry: or, the doctrine of triangles. Lansberge, Philip van. Ghent, Belgium, 25 August ; d. Middelburg, Netherlands, 8 December ), geometry, astronomy.

On account of the religious troubles of those days his parents Daniel van Lansberge, lord of Meulebeke, and Pauline van den Honingh found themselves obliged to go to France in and afterward to England, where Philip studied.

These images may be used for instructional and educational purposes; for all other uses, please obtain permission from the Columbia University Libraries.

Index to the Convergence Collection of Mathematical Treasures. Convergence's "Mathematical Treasures" are images of mathematical objects and of selected pages of mathematical manuscripts and texts from various libraries, museums, and private on the name of the document or object to go to the image(s), where more information is provided.

The images in this collection are intended for your use in the. The probability of this conjecture is the stronger, because in the English edition of the Trigonometrie, brought out the same year () but after the Latin edition, the notation (:) at the end of the book is replaced by the usual (), except that in some copies of the English edition the explanations at the end are omitted altogether.

Het burgherlick Leven, herdrukt naar 1ste uitgave, Ingeleid door A. Romein-Verschoor en G.S. Overdiep en met een voorwoord van C.G.N.

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10 ago. - Images produced by Python programs explained in our book. Visit our website: Ver más ideas sobre Cortes de uñas, Línea azul y Une los puntos pins. : Cursus mathematicus, Mathematical sciences in nine books : with the description, construction, and use of geometrical and nautical instruments, and the doctrine of triangles applied to practice in mensurations of all kinds, by William Leybourn paid subscription required, German NatL.

Book III Book IV Hook V Pdf, \SA., 3 as maxim, and mimni.t of normals from a point i lf» of rolut, of conic Construction of normals i Book VI Bonk VII Other works by Apollonius (a) {&) On the Cutting off of it Jhttio (Auyoe dnoroui.Richard Norwood, Trigonometrie.

Or, The Doctrine of Triangles (London, ); R[ichard] N[orwood], Fortification or Architectvre Military (London, ); Richard Norwood, The Sea-Mans Practice (London, ); Mr. Richard Norwood’s VVorks (London: for Richard Mount “at the Postern on Tower Hill; where you may have all sorts of Mathematical.Books in Newton’s Library.

Ebook by kind permission of Cambridge University Press on John Harrison, The Library of Isaac Newton [Cambridge: CUP, ]. The following entries are in the order that Harrison catalogued them, with their appropriate Harrison-number.