Philosophiae naturalis principia mathematica . BK ad B§,& componendo ME ad MI ut BK ad K^. §. E. T). Item KtiiidHLui {BKim) AM zdAF,&: dividenao KH ad KL utAMzdMF.^ ^». Corol. I. Hinc ii datur parallelogrammum IKLM, circa datamSeftionem Conicam defcriptum, dabitur rediangulum K^X ME,m. & huic gequaie redangulum KHxMF. Corol. z. Et fi fexta ducatur tangens e q tangentibus KI, CMIoccarrensin ^& e; reftangulum K^XME sequabitur reftangU-lo KqXMe; eritque iConicae. Nam cum fit ^^ ad i^^ ut iC^ad ikf<f, tranfibit ea^ L 5 deins L 1 E fi R P R I M U

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