. Commentarii Academiae scientiarum imperialis Petropolitanae. BE FRACTIONIBVS CONTINVIS. ia7 Haeque fracliones continuae nunc inuentae tantopere con- uergunt, vt facili negotio valores ipforum e et Ye quao- tumuis prope reperiri queant. §. 26. VicitTim vero etiam hinc fra&io continua m qna denominatores ordine non interrupto progrediuntur, transmutari poterit in aliam, in qua denominarores inter- rupti fint duobus conftantibus numeris metn: ita inueni fore a -4- r zz:a-n-\~ mn -\-1. e etc. metc. Vel tollendo fraftiones in his denominatoribus, fi opus vilum tuerit, tnt a-\-i zza-n-\-mn-\-x
. Commentarii Academiae scientiarum imperialis Petropolitanae. BE FRACTIONIBVS CONTINVIS. ia7 Haeque fracliones continuae nunc inuentae tantopere con- uergunt, vt facili negotio valores ipforum e et Ye quao- tumuis prope reperiri queant. §. 26. VicitTim vero etiam hinc fra&io continua m qna denominatores ordine non interrupto progrediuntur, transmutari poterit in aliam, in qua denominarores inter- rupti fint duobus conftantibus numeris metn: ita inueni fore a -4- r zz:a-n-\~ mn -\-1. e etc. metc. Vel tollendo fraftiones in his denominatoribus, fi opus vilum tuerit, tnt a-\-i zza-n-\-mn-\-x b-jf t m H~ r cH-i n-\-mnA-x n-}-mn-\-1 c-m-n-\-mn-\-\ m-j-i~~ « Please note that these images are extracted from scanned page images that may have been digitally enhanced for readability - coloration and appearance of these illustrations may not perfectly resemble the original Imperatorskaia akademia nauk (Russia). Petropolis, Typis Academiae
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