I N D E X R E R V M.
velocitas computo colligitur 3 72,. 1 7 ; paululum
major effe debet seftivo quam hyberno tem pore
per theoriam 373, 26.
teffatio fit ftatim, ubi ceffat motus corporis To -
n o r i 374, <5.
augmentatio per tubos ftenterophonicos 3 7 4 ,9 .
Spatium
abfolutum & relati vum. p. 6, 7 , 8.
non eft.sequaliter plenum 402, 27.
•Sphaeroidis.attraXio, cujus partjcularum vires funt
•reciproce ut quadrata diftantiarum 2 1 7 , 4.
Spiralis, quae fecat radios fuos Omnes in angulo da-
- to , qua lege vis centripeta tendentis ad centrum
fpiralis defcribi poteft a corpore revolvente,.,
fiftenditur I, ,9 : .I I , .15, 16.
•Spiritum quendam corpora pervadentem & in cor-
poribus latentem,a d plurima naturae phaenamena
'fo lv en d a , requiri iuggeritur 530,-23.
Stellarum fixarum
•quies demónftratur 410, 27.
radiatio ScTeintillatio quibus caufls referend a, fint
5 10 , 8.
vStellae n o v a unde oriri poffint 525, 28.
.Su bftantia rerum omnium o c cu lta funt.53o,:2.i.
T . '
"Tempu s abfolutum 8c relativum p. 6. 7.
^Temporis -aquatio aftronomica per horologium
ofcillatorium 8c eciipfes fatellitum Jovis coropro-
batur 8, 8.
'.Tempora periodica corporum revolventium in-e l-
iiplìbus, ubi vires c en tr ip e ta ad umbilicum ten-
dunt I , 15.
^Terrae
dimenfio per Norwoodum 4 12 , tìlt. per Pic^ar turn
4 13 , 5 ; per Cajfmum 4 13 , 7.
.figura invenitur, 8c proportio diametrorum, 8c
-menfuratgraduum in meridiano I I I , 19, 20.
altitudinisadaequatorem fupra altitudinem ad polos
quantus fit exceffus 4 1 5 , 20 : ‘4 2 1 , antepenult.
8cc.
•fcmidiameter maxima, & minima 4 15 , 2 5 ; me-
diocris 4 1 5 , 20. & c.
•globus denfior eft quam "fi totus e x aqua confta-
r e t 4 0 6 ,20 .
axis n u u tio I II, i t .
motus annuus in orbe magno demonfttatur III,
13 \ 52 1 ,'¿8 .-
Äccentricitas quanta fit 4 6 0 ,10 .
aphelij motus quantus fit 4 1 1 , 10.
V .
■Vacuum datur, v e l fpatia omnia (fi dicantur effe
¡plena) non funt equaliter plena 356, 19.: 402,
penult.
Veloc ita s maxima quam globus in medio refiftente
cadendo poteft acquirere II, 38. cor 2.
Velocitates corporum in feXionibus eonicis m o to -
rum, ubi vires centripetae ad umbilicum tendunt
I, 16.
V ene ris-
tempus periodicum 393, 18.
diftantia a.foie 393; 2 1 .
aphelii.motus 4 1 1 , 1 1 . i»
Viriufo com polì refolutio p. 15,.■
Vires attradiivae corpt>r.um
fpharicorum ex partioulis'-quacunque lege trah e^
tibus-compolitorum expenduhtur I, fed i..12.
non fpharicorum ex particulis- qua.cunquetlege
trahentibus ■ compofitorum expenduntur I ,
feX, 13.
V is centrifuga corporum rnvaquatore terras quan-
. ta ..fit4 i3 , ult.
V is centripeta definitur p. 3.
quantrtas ejus abfolura definitur p. 4.
-.quantitas.acceleratrix definitur p. 4.
-.quantitasiinotrix definitur p. 5.
proportio ejus ad vim quamlibet notam, qua ra-
tione colligenda fit, oftenditur 4 5, 10.
'V ir ium centripetal um inventio, ubi corpus in fpatio
non refiftente, circa centrum immobile, in orbe
quocunque revalvitur I , 6 : i , feX. i 8c 3.
■Viribus centripetis- datis ad quodcunque punXurn
tendentibus, quibus figura q u av is a corpore reso
lv en te defcribi poteft ; dantur vires centripetae
ad aliud quodvis punXum tendentes, quibus eadem
figura eodem tempore periodico defcribi poteft
So, 3- ' .
Viribus centripetis datis quibus figura quasvis defcri-
bitur a corpore re v o lven te ; dantur vires quibus
figura nova defcribi poteft, fi ord inata augean-
tur vel minuantur in ratione quacunque data, vel
angulus ordinationis utcunque mutetur, manente
tempore periodico 54, 1 o’. . .
Viribus .centripetis in duplicata ratione diftantiarum,
decrefcentibus, quasnam figurae defcribi poffunt,
oftenditur 59 , 23 : 1 6 3 ,10 .
V i centripeta,
quae fit reciproce ut cubus ordinatim applicatae
tendentis ad centrum virium maxime1 Iongin-
quum, corpus movebitur in data quavis coni
feXione 5 1 , 6.
quae fit ut cubus ordinatim applicatae tendentis a-d
centrum virium maxime longinq u um , corpus
movebitur in hyperbola 2 2 1 , antepenult.
Umbra terreftris in edipfibus funse augenda eft,
propter a tm o fp h a ra refraXionem 463, 5 a fine.
Undarum in aquae ftagnantis fuperficie propagata-
rum velocitas invenitur 11 ,4 6 .
Vorticum natura 8t conftitutio ad examen revoca-
tur I I , fe él. 9 : 4 8 1, 2 1 : 526., 3.2.
Vt. Hujus voculae lignificano mathematica definitur
34, 19.
F I N I S .
CATALOG US Librorum proílantium
apud G u i l . 3c J o h . I n n y s .
r - V ^ P T L C K S, or a T rea tife -o f the R e fle x ion s , RefraXfons, Inflexions a n d ‘ Colours o f
’ Light. T h e third Edition correXed. By Sir ifaac Newton, Kt. 8™. 17 2 1 ,
2. D ptice, five de Refle'Xi'onibus, RefraXionibus, InfleXionibus 8c Coloribus Lucis. L ibri
tres.* Authore Ifaaco N ew ton , Equite AUrato; La tin e reddidit Samuel C larke, S. T . P. Editio
fecunda, auXior. 8 ^ ° .'r7 19.
3. Analyiis per Qnantitatum Series, Fluxiones, ac Differentias cum Enumeratione Lmea rum
tertii Ordinis. 40. r j u ,
4. A rithm etica U niverfalisy fiv ed e Compofitrone 8c Refolutione A r ithm e tic ! L ibe r ; Edit,
fecunda. 8vd.’ 1722.
5. T h e fame* in 'Efrgliih b y Mr. Raphfon. 8™.
6. T h e Philofophical Works o f the Honourable Robert Boyle, Efq; abridg’d, methodiVd,'
a-nd drfpos:,d under the genetal Heads o f Phyfics, Statics, Pneumatics, Natural Hiftory , C h y -
miftry and Medicine. T h e whole illuftrated" with Notes, containing the I oro^ements made
in the feveral Parts o f natural and experimental Knowled ge fince his T im e . In three Vblames«,'.
B y Peter- Shaur, M. D. 4°‘,
-7. Geome.tria Organica, five Defcriptio Linearum curvarum univerfalis. Au*Xore C o -
Ihio Mac-Laurin Mathefeos in Collegro novo Abredonenli Profeffore, 8c K sg . Soc. Socio. 40*
1-720. ^
■ 8. Philofophical TranfaXions, giving fome A c cou n t o f the prefent Undertakings-, S tud ie i
and L a bo u r s 'o f the Ingenious in many confiderable Parts o f th e World, from 1665 to 1-725,
In 32 Volumes. Continued and publilhed by Dr. James Ju r in, Secretary to the R o y a l Society.*
jtf. B. T h e re are 389 Numbers, moft o f which may be had feparate.
•- 9 . T h e fame abridged b y Mr. Lowihorp\ and Mr. Mott. In 5 V o l. 4®.
10. Epiftola ad. amicum de Co.tefii Inventis Curvarum ratione, quse cum C irculo 8c H yperbola
comparationem admittunt, cui’additiir appendix. 4°; i7 2 2 .
1 1 . An A n aly iick T rea tife o f : C o n ic SeXions, and their U fe , for refblving o f Equations
in determinate and indeterminate Problems, being the Pbfthumous W o rk o f the Marqulfs do
V'Hofpital, Honorary F e llow o f th e_Academy Roy al o f Sciences. 40.'
12. Hiftoria Cmleftis Britannica, tribus'Voluminibus contenta, obfervante Johanne Fiamfte--
d io , A. R. in Obfervatorio Regio Grenovicenfi, 1725.
1.3. Mathematical Elements o f Natural Philofophy, confirm’d b y Experiments, or an Intro--
duXion to Sir lfaac Newton’sT h ilo fo p h y . Written in La tin b y William James s' Grave/and,
D oX o r o f Laws and Philofophy, Profeffor o f Mathematicks and A ftron om y at Leyden, an<L
F; R.S . o f London. TraniUted into Englifh by 5 - T. Defaguliers, L . L . D. F ;R . ’ S, and Chaplain
to his Grace the D u k e o f Chando's. In 2 V o l. 8°. 1726.
14. A n Effay on PerfpeXive, written by William James s' Gravefand,'D oX o r o f L aw s ,
8^°. 1 7 1 4 '
15. P h y fico -T h e o lo g y , or a Demonftration o f the Being and Attributes o f G od , from bigJ
W o rk s o f the C reation, with large Notes and many curious Obfervations. B y William Derham
ReX or o f Upminjler in EJJex, Canon o f Wind/or, F. R.‘ S. T h e Sixth Edition. 8vcr 17 13 ,
16. A ftro -T h e o lo g y ,:oy a Demonftration o f the Being and Attributes o f G o d , from a Survey
o f the Heavens, llluftrated with Copper Plates. T h e Fifth Edition; B y the fame A uth or.
8T0. 1726.
17 . Methodus Incrementorum direXa^c inverfa; A u X q r e B ro o k T a y lo r , L , L . D . 8c R e g i»
S-Ocietatis Secretario. 40. 17.17. " ~
- I I?? Jh^‘