Philosophiae naturalis principia mathematica . 4 PHILOSOPHM NATURALK fo^.t^c f in data ratione,Sed reftangulum iVilf / ae-quale eft reftangulo TM^,id efl, differeniiae quadra-torum iV/Z-f, S^TLqkuLIq\ ^ HMq datam ra- tionem habet ^d fui ipfms^ . ^Lq^Llq^di MLq, quartampartemil^Z.^. ergo datur rano J £^ ^^ ^^^ & divifim, raiio Llq ^^J^^^^?„f,^Xum f^n^ proportionttlesSed m omni , ^^nus anguiorum i ^ J^. tm^lateribus oppofitis. Ergo datur ratio fmus anguk mcidentiae fmum anguli emergentias LIR. ^ /i. ^-. ?V

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