A Compleat System of General Geography: Explaining the Nature and Properties of the Earth ...Stephen Austen, 1734 - 898 páginas |
Dentro del libro
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Página 521
... according to the common Reckoning , to find the Babylonish Hour ; and con- verfely . 8 , 9. The common Hour being given , to find the Italian Hour ; and converfely . 10 , 11. The common Hour being given , to find the Jewish Hour ; and ...
... according to the common Reckoning , to find the Babylonish Hour ; and con- verfely . 8 , 9. The common Hour being given , to find the Italian Hour ; and converfely . 10 , 11. The common Hour being given , to find the Jewish Hour ; and ...
Página 525
... according to the different Height of the Eye . 2. To find the Quantity of the visible Horizon to a Man of the tallest Stature . 3. The Height of the Eye being given , to find the Di- ftance of the ultimate vifible Point . 4 , 5. The top ...
... according to the different Height of the Eye . 2. To find the Quantity of the visible Horizon to a Man of the tallest Stature . 3. The Height of the Eye being given , to find the Di- ftance of the ultimate vifible Point . 4 , 5. The top ...
Página 532
... according or contrary to the fucceffion of the Signs Aries , Taurus , • Gemini , & c . is reckoned upon the Ecliptic . ' 11. THE Horizon of a Place is a great Circle in the Heavens , which divides the vifible Part of the Heavens from ...
... according or contrary to the fucceffion of the Signs Aries , Taurus , • Gemini , & c . is reckoned upon the Ecliptic . ' 11. THE Horizon of a Place is a great Circle in the Heavens , which divides the vifible Part of the Heavens from ...
Página 534
... the Year , it goes thro ' a Sign in a Month ; but enters not the Sign in the beginning of the Month , but about the twenty first Day , Day , according to the Gregorian Calendar , or the 534 SECT . VI . The Relative Part.
... the Year , it goes thro ' a Sign in a Month ; but enters not the Sign in the beginning of the Month , but about the twenty first Day , Day , according to the Gregorian Calendar , or the 534 SECT . VI . The Relative Part.
Página 535
... according to the Gregorian Calendar , or the eleventh according to the Julian , viz . into Aries , : March the tenth , and the tenth of April into Taurus , & c . or a little before , or after , the tenth Day . But if we would have the ...
... according to the Gregorian Calendar , or the eleventh according to the Julian , viz . into Aries , : March the tenth , and the tenth of April into Taurus , & c . or a little before , or after , the tenth Day . But if we would have the ...
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Otras ediciones - Ver todo
A Compleat System of General Geography: Expalining the Nature and Properties ... Isaac Newton,Bernhardus Varenius No hay ninguna vista previa disponible - 2015 |
A Compleat System of General Geography: Explaining the Nature and Properties ... Bernhardus Varenius No hay ninguna vista previa disponible - 2012 |
A Compleat System of General Geography: Expalining the Nature and Properties ... Isaac Newton,Bernhardus Varenius No hay ninguna vista previa disponible - 2015 |
Términos y frases comunes
Africa alfo almoft Altitude Angle Autumn becauſe begins Brafil brafs Meridian Cancer Capricorn Caufe cauſe celeftial Center Chap Circle Circles of Latitude Climate Cold defcribe Degr Degrees doth Eaft Earth Eaſt Ecliptic elevate the Pole Equator eſpecially faid fame fecond feems feen feven feveral fhall fhould fhow firft firſt firſt Meridian fmall fome Places Frigid Zone fuch fuppofe greateſt grees hath Heat Horizon Hour Interfection June laft Latitude lefs Libra Line longest Day Longitude Maps mean Diſtance Method middle Moon moſt Mountains muſt Night North Nova Zembla Number obferve oppofite Parallel Peru Plane Point PROPOSITION Quadrant Rains reprefent ridian Right Afcenfion rizon Seafons Semidiameter Shadow ſhall ſhow South Spring Stars Summer Sun's Place Temperate Zone Tenth terreftrial thefe theſe thoſe thro Torrid Zone Tropic Tropic of Cancer turn the Globe twenty firft underſtand uſe Weft whofe Winds Winter Zenith
Pasajes populares
Página 785 - ... 3. There is a certain place of the earth, at which if two men should chance to meet, one would stand upright upon the soles of the other's feet, and neither of them would feel the other's weight, and yet they both should retain their natural posture.
Página 791 - NAPLES, f1tuated in a very low Valley ; and yet the Sun is nearer to the Inhabitants thereof, every Noon by three thoufand Miles and upwards, than -when he either rifeth or fetteth to thofe of the faid Village.
Página 794 - ... do always bear upon one and the fame point of the compafs. 4. There is a large and famous country on the continent of Africa, many of whofe inhabitants are born perfectly deaf, and others ftone-blind, and continue fo during their whole lives ; and fuch is the amazing faculty of thofe perfons, that the deaf are as capable to judge of founds, as thofe that hear, and the blind of colours, as thofe that fee. 5.
Página 797 - ... of the other three, that a man may travel on foot from it to any of the other three, in the...
Página 788 - Sim-Dial be duly erected, the Shadow will go back feveral Degrees upon the fame at a certain time of the Year, and that twice every Day for the Space of divers Weeks, yet no ways derogating from that miraculous returning of the Shadow upon the Dial of Abaz in the Days of King Hezekiab, Solution.
Página 636 - The days of the one are equal to the nights of the other ; hence the shortest day to the one is the longest day to the other.