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,.--.... • , 0 C· • • 0 0' • • v Y 'F DEB 0- ~ K. E ; 1\ kleynder M z of • ~ r N klcynder 0 : F, I j I 8ehalven 'well(e proponieo van kl~mJer.· beyt nog 36.andere uyt dete getalle~ J[ODDCD, __ err;ockel1 worden. Volle. nil de Propofiden felf. van het o vyfde Beek. P R·.O P 0 SIT I E- I. I"t/i",dt; ZY" It,,-igt .ft'!JOtlN--P'-tA0rti .. fJptl A. B: C; D: E. F: gel,k zig- tm, "'1111 ill w".f~ •• tII hllP 101 2'YIII1Jo/gtlltie: So Jil/~ 1m zig All' tI, 'VOOT...fIJ1II1M 't [atilt" G b~bb(" _: lO'.1I1It tI, ~1J'It"d' H It {lime". . .. D E M 0 N S T a A TIE. La,r in~;dez~lv~ Jyn . f ' J' , " • & . J ~ .... . ':"A .' Re4en. of P,roportiQllaal· . B ., . I", ": · I' .. .~ 6· - s , So- Q- ~ .' $ E f ~9. "i,! •. 0 tIl ~ 30 , ! , • F. -Ii ....... u. , . , . , I •• " ., , ;.; Bat'
, • ru ! '" eLI DES . I Dat is ,J8 . cS __ J I I. - AI's ook 18 '. 6 6 I ~.) Eynlelyk 18 • 6 9 1 J. Om dar in yder Proportie bet profta van de uytertle door Multiplicatie bevondeq word ~ ZyH J gelyk aaR 't' prdd\t8 van de .' middelfte. Waar aft dan ~olgta dae die cer- .se.roU· men Proportionaai zyn.~' · ,-A\cQr. ~~ AxBsA,. Cs B : C D x 8 : I). · 'AxH: A::'AxB+(:xB+DrB, ~+ C + D. .' " D E M 0 N S T R J\ TIE • Stet .A + C +. D P ~ Zoo is A x B ~ ex B· + D 1 B· - " P x 8. AxB PxB _ Of A P B~ Ergo A x B: A: : A x -8 + ex B -+ DzB: , A + C + D. PROPOSITIEII. en XXIV • • - So tit ttrllt A '01 tit l'lVltI, B JifeIfJ, Rt- .t. httfl , II/I tit ,It,de C- 101 tI, 1Jilrd, DJ En till" nog J, vyfde E to' tI, '1»ttl, B til I./fae Reat" heflt als tit /tIJe F, tot tI,- 'Djh~ ,. D: SO z(J1 ooi G tit [om., 'lUIS- til '"JI~ III , l j I , I
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