EXAMPLE I.

_To find the distance of the Sun and Moon from the Nodes, at the time of

Full Moon in_ March, _the year before_ CHRIST _721, O. S._

The years 720 added to 1780 make 2500, or 25 Centuries.

Sun from Node

s ° ʹ

To the mean time of Full Moon in _March 1780_, Table III. 10 3 1

Add the distance for 1 Lunation [See _N. B._ Page 195,

and Example III, Page 198] 1 0 40

--------

Sum 11 3 41

From which subtract the Sun’s distance from the Node

for 2500 years, Table V 5 4 11

--------

Remains the Sun’s distance from the Node, _March 19_,

721 years before CHRIST 5 29 30

To which add 6 Signs for the Moon’s distance, because

she was then in opposition to the Sun 6 0 0

--------

The Sum is the Moon’s dist. from the Ascend. Node 11 29 30

That is, she was within half a degree of coming round to it again; and

therefore, being so near, she must have been totally, and almost

centrally eclipsed.

Astronomy Explained Upon Sir Isaac Newton's Principles And made easy to those who have not studied mathematics · 第 229 / 275 题