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in L difffdrqit Angks , and being fepa~ated froh<br />
one anot,her appdar each in their proper Co.,<br />
ROUX And whilst thofe Angks: are may be eafily<br />
gather’d $om the foregomg TFheorem by<br />
computation, q<br />
13ay~ For in ‘the leait<br />
alld R (as was<br />
refrangible the Sinei ,I<br />
fqund above) are 108 and 131<br />
and- thence by computation the greateik Angle<br />
AX I?. will be found 42 Degrees aqd 2 Minutes,<br />
and. the l&it Angle AYS, ,50 Degre,es and j7<br />
Minutes. And in the moit refraqible- Rays the<br />
Sines I ‘and IX are 109<br />
comput’ation the greatefi<br />
and 81, and then&by<br />
Angle A X I?. will .bc<br />
found 40 Degrees and I 7 M.inut&, and the leafi<br />
Angle AY S 54 Degrees and 7 .Minutes.<br />
Suppofe now that 0 [in Fig. 15.3 is t!lc Spe-<br />
Etator’s Eye y and 0 P a Line drawn parallel ,to<br />
the Sun’s Kays, and let POE, POF, POG,<br />
P 0 I-1, be Angles of 40 Dcgr. 3: 7 Min. 42 Degr,<br />
CL Min. .50 Degr. 57 Min. and 54 Ikgr. 7 Min,<br />
refpe&ively 9 and thek Angles turned<br />
their commoti Side 0 I”, flul.1 with their<br />
about:<br />
o’theu<br />
§ides OE, 027 ;. OG, OH, defcribc the Ve,<br />
of two Rain-bows AIT R E and C H D G.<br />
*ges<br />
%“01<br />
if E, IT; G, H, be drops placed any ‘where in<br />
the conical SupFrficies deWbed by OF,, OF!<br />
Q 6, 0 .I-& and b@ illuminated by’thc Sun’s Rays<br />
SE, S I?, S G,, S I-3 ; the Angle SE 0 king ‘c+<br />
qjal to the Angle P OE or 4a Dcgr. ~7 Min,<br />
fld be the great& Angle in which* the moft<br />
refrangible<br />
frafkd<br />
Rays can after one ReSlcxion be re*<br />
to the Eye, and therefore all the drops<br />
iri the Line OE fhall fend the molt refrailgible<br />
by: mlt copioufly IQ ‘the &ye )’ and rheq$y<br />
I<br />
itrike