Opticks: Or, A Treatise Of The Reflexions, Refractions, Inflexions and Colours Of Light, fol. 179
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.85.
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The machine reads it as
- l179
- nIEUI. POnC jaM e =F. F Fa = 5. 5 a = F _C. X
- In aFCA ZRAX A--B,1-(-C 221 ]. D23n XC. Ecribe ip
- Torum A, B, C, _C. valores inventos e prodibit
- leries propohta. J. L. D.
- tit notandum est quod Ordinata omnis duobus
- modis in seriem resolvitur. Nam indexn vel afr-
- matirus est potest vel negatirus. Proponatur Ordi-
- 3K lZ2
- nata 22 st2 123) m24. laec vel sic scribi Potest
- 7. 2X ZL I~2XK 122 M23, vel SIC ZX - 1- 3H∞ 2
- XI -12 -,K2 3 =2. In Casu priore eAt a = ZH. D = 0.
- C - - - 1. C = - k. F = -0. 8 - -l. H = -M. a -
- 2 v-
- 1. C - - -. V =- 0. In
- posteriore es a = - - l. b =- 0. C = 3k. C--m. F---1.
- 3- -0. h --1. 2 -- - 1 - - - 1. 8 - 1 - - 1. D - - 2. F - - 2
- 1
- t =- -r. V =- -. Pentandus est calus uter
- que. Fit si serierum alterutra ob terminos tandem
- deticientes abrumpitur ac terminatur, habebitur area
- Currae in terminis finitis. Sic in exempli hujus
- priore casu scribendo in serie valores iplorum a, b,
- Cus C, Fg8, hu a, B, F, 5, tu V, termini omnes post pri-
- mum cranelcunt in intinitum e area C urrae procit
- 2
- =12 Im3. FF haec area ob signum nesatirum
- adiacet abscissae ultra ordinatam productae. Nam
- area omnis aftirmatira adjacet tam abscissae quam
- ordinatae, nesatira vero cadit ad contrarias par-
- tes ordinatae ex adjacet abscistae productae, manente
- Scilicet Piono Ordinatae. Hloc modo series alter-
- utra e nonnunquam utraque semper terminaEUE
- ex tinita evadit h Curra geometrice quadrari po-
- test. AC si Curra talem quadraturam non admit-
- cit, series utraqe continuabitur in intinitum, a ea-
- A a a:
- TUM
Cite
Opticks: Or, A Treatise Of The Reflexions, Refractions, Inflexions and Colours Of Light, fol. 179. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1677894601:0371?run=74