. Commentarii Academiae scientiarum imperialis Petropolitanae . oqueconflans, ponutur ta —a, erit x-^ndx — a.^ hincque n — °-j^. Qiio fubftituto erit terminus ifte ab V.^6 I II -\^^ — ^ auferendus fequens: {a-x)L-\- -—dx--h-rm^- etc.]At/Ldx fi poft integrationem ponatur «locojf, abitin hanc exprefiTionem: Aa 3 /Ldx ipo IKTENT. CVRV. rr j , / \T 1 («—x)*dL , [a—ac)^ddL , quae exprelVio cum fit , ponaturr:: A erit erg» A-/L ^A-— (^ - X) L H-^—!iV~ quuntitas (Iibtrahenda illa erit haec dq b^{K-jLdx).Hanc ob rcm habcbitur pro curua q

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. Commentarii Academiae scientiarum imperialis Petropolitanae . oqueconflans, ponutur ta —a, erit x-^ndx — a.^ hincque n — °-j^. Qiio fubftituto erit terminus ifte ab V.^6 I II -\^^ — ^ auferendus fequens: {a-x)L-\- -—dx--h-rm^- etc.]At/Ldx fi poft integrationem ponatur «locojf, abitin hanc exprefiTionem: Aa 3 /Ldx ipo IKTENT. CVRV. rr j , / \T 1 («—x)*dL , [a—ac)^ddL , quae exprelVio cum fit , ponaturr:: A erit erg» A-/L ^A-— (^ - X) L H-^—!iV~ quuntitas (Iibtrahenda illa erit haec dq b^{K-jLdx).Hanc ob rcm habcbitur pro curua quaefita ifta aequatio -dV -\-dx{Lq-^M.) — valor ipfius P tam pro quaertionibus primae claf-fis quam fequentium erit (emper idem fcihcet V--dW-\-dx{Lq-^-U)^dqJLdx^hi jLdx ita ponitur efl*e integratum, \t euanefcatfiimto pundo indefinito a in pun. /<

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