Methodus figurarum lineis rectis et curvis comprehensarum quadraturas determinandi / Authore Johannes Craige.

  • Craig, John, -1731.
Date:
MDCLXXXV. [1685]
Catalogue details

Licence: Public Domain Mark

Credit: Methodus figurarum lineis rectis et curvis comprehensarum quadraturas determinandi / Authore Johannes Craige. Source: Wellcome Collection.

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    Prob. VIII. Sit natura Hyperboliformis definita hac (equationey 2* = a% O' Quadranda Jit Jreainierminata OCMVL, EX natura curva 8c invenietur curva V H in qua PM = definiri per 2 7<»4jJ= xs, Unde i l/a*y2 = ~ q — OCMVL. Et fie quadrantur Hyperboliformes infinite definite pery ^=x$,y ^ = y^6=x7, See. Prob. In Hyperbohformi OCI^ cujus hac Jit proprietasy3 %=d Quadranda Jit aem intermimta OCMVL. Fig. 6 X fiujus curva: natura manifeftum eft _ %. = TT'= MC quare Quarenda eft curva aliqua, ut diftantia inter ejus perpendicula- rem 8c applicatam fit aqualis ~ , 8c procedendo fe¬ cund um ufitatam Methodum invenio Curvam qua- fitam definiri per y x 1 — n a ' 8c determinando(»)per Prob. Secundum erit 71 — 2 adeoque aquatic eft 2<3i =jf, qua itidem eft aquatio ad Hyberboli- formem (fed alterius natura) S G H 5 8c quoniam pCi illiu l