An Introduction to the Use of the Globes, and the Orery: Also, the Application of Astronomy to Chronology ... Adapted to the Instruction and Entertainment of Such Persons as are Not Previously Versed in Mathematic Science. With an Appendix, Attempting to Explain the Account of the First and Fourth Days Work of Creation in the First Chapter of GenesisJ. Nourse, J. Buckland and E. and C. Dilly, 1766 - 172 pàgines |
Des de l'interior del llibre
Resultats 1 - 5 de 9.
Pàgina i
... Leap - Year , Epact , Eafter , & c . ac- cording to the Gregorian Account or New Style ; with an Explication of the Reafon of each Rule . Adapted to The INSTRUCTION and ENTERTAINMENT of fuch Persons as are not previously verfed in Mathe ...
... Leap - Year , Epact , Eafter , & c . ac- cording to the Gregorian Account or New Style ; with an Explication of the Reafon of each Rule . Adapted to The INSTRUCTION and ENTERTAINMENT of fuch Persons as are not previously verfed in Mathe ...
Pàgina 53
... Leap Year . But yet as 4 times 5 Hours and 49 Minutes wants 44 Minutes of a compleat natural Day , or 24 Hours , ( which Defect amounts to about 3 Days in 400 Years , ) this occafions the Error of the Old Style , which is at present 11 ...
... Leap Year . But yet as 4 times 5 Hours and 49 Minutes wants 44 Minutes of a compleat natural Day , or 24 Hours , ( which Defect amounts to about 3 Days in 400 Years , ) this occafions the Error of the Old Style , which is at present 11 ...
Pàgina 129
... Leap Year , confifts of 366 . The additional Day is now put to the End of February , so that February has that Year 29 Days : But in the ancient Roman Ca- lendar the fixth of the Calends of March , answering to our 24th of February ...
... Leap Year , confifts of 366 . The additional Day is now put to the End of February , so that February has that Year 29 Days : But in the ancient Roman Ca- lendar the fixth of the Calends of March , answering to our 24th of February ...
Pàgina 130
... Leap Year . Thus the Years 1600 and 2000 are Leap Years ; but the interme- diate centeffimal Years are common ones . So that the Gregorian Year , or New Style , which is now generally used , gets before the Julian , or Old Style , 3 ...
... Leap Year . Thus the Years 1600 and 2000 are Leap Years ; but the interme- diate centeffimal Years are common ones . So that the Gregorian Year , or New Style , which is now generally used , gets before the Julian , or Old Style , 3 ...
Pàgina 131
... Leap Year ; for then the Dominical Letter changes at the End of February , moving a Letter backwards : fo that G will be the Sunday Letter during the Remainder of the Year ; for the Dominical Letter always fhifts back- wards , as from A ...
... Leap Year ; for then the Dominical Letter changes at the End of February , moving a Letter backwards : fo that G will be the Sunday Letter during the Remainder of the Year ; for the Dominical Letter always fhifts back- wards , as from A ...
Altres edicions - Mostra-ho tot
An Introduction to the Use of the Globes, and the Orery: As Also the ... David Jennings Visualització completa - 1752 |
“An” Introduction To The Use Of Globes, And The Orrery: With the Application ... David Jennings Visualització completa - 1747 |
An Introduction to the Use of the Globes, and the Orery: Also, the ... David Jennings Previsualització no disponible - 2018 |
Frases i termes més freqüents
Afcenfion Aftronomers alfo alſo Altitude Angle appears Arch Aries Atmoſphere Axis becauſe Cafe called Caufe Cauſe Center Circle Comet confequently Conftellations Cycle Degrees Diameter diftant Diſtance diurnal Motion diurnal Rotation Divifion Dominical Letter Ecliptic Epact equal Equator Equinoctial Equinox expreffed fafter faid fame feems feen feven fhews fhould fince firft firſt fixed Stars folar fome fometimes ftands fubftracted fuch full Moon fuppofe Globe greateſt Heat Heavens Hemiſphere Horizon Hour inferior Conjunction juft Jupiter laft Latitude leffer lefs Light longeſt Day Longitude Lunar meaſured Meridian Miles Month Moon's moſt muft muſt nearer Node Noon Number obferved oblique occafioned Orbit paffing Parallax Planets Pofition Point of Aries Polar Circles Pole prefent PROB Quadrant refpect repreſent rifing round the Earth round the Sun Saturn Seaſons ſeen ſhe Sun's Place Surface Syftem Synodical Month theſe thofe thoſe thro Tropic uſed Venus vernal Equinox vifible Weft whofe Zenith Zodiac
Passatges populars
Pàgina 161 - And God said, Let there be lights in the firmament of the heaven to divide the day from the night ; and let them be for signs and for seasons, and for days,
Pàgina 151 - And God made the firmament, and divided the waters which were under the firmament from the waters which were above the firmament: and it was so. And God called the firmament Heaven. And the evening and the morning were the second day.
Pàgina 103 - Thus saith the Lord, Learn not the way of the heathen, and be not dismayed at the signs of heaven; for the heathen are dismayed at them.
Pàgina 35 - Put the centre of the quadrant of altitude on the pole of the ecliptic, and its graduated edge on the star ; then the arch of the quadrant, intercepted...
Pàgina 30 - The hour being given at any place, to tell what hour it is in any other part of the world : Bring the given place to the meridian, and set the...
Pàgina 30 - For the zenith : screw the quadrant of altitude on the meridian, at the given degree of latitude, counting from the equator towards the elevated pole, and the globe will be rectified for the zenith.
Pàgina 31 - X.), and mark it on the brass meridian ; then bring the given place to the meridian, and set the index to the given hour. Turn the globe till the index points to...
Pàgina 152 - Heaven and the earth ; and the earth was without form, and void, and darknefs was upon the face of the deep ; and the fpirit of God moved upon the face of the waters.
Pàgina 157 - Let there and there was light. 4 And God faw the light, that it was good : and God divided the light from the darknefs. 5 And God called the light Day, and the darknefs he called Night: and the evening and the morning •were the firft day.
Pàgina 130 - To find the Dominical Letter. Divide the cent'ries by four; and twice what does remain Take from six; and then add to the number you gain The odd years and their fourth ; which, dividing by seven, What is left take from seven, and the letter is given.