Quantum redactiones paginae "Usor:Tchougreeff/QUOMODO sive HOW To/PRINCIPIA CALCULI DIFFERENTIALIS ET INTEGRALIS ITEMQUE CALCULI DIFFERENTIARUM FINITARUM AUCTORE ANDREA CARAFFA E SOCIETATE IESU ROMAE TYPIS IOANNIS BAPTISTAE MARINI ET SOCII MDCCCXLV" differant

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v = \omega</math>; obvenient <math>f.' =f\omega = \Delta'\omega \sin\theta\cos\omega - \Delta\cos\theta\cos\omega ,
f,'=f'. - A', \sin\theta\cosa-\Delta\sin\theta\sin\omega, f.'=f'\omega =\Delta sin\theta\sin\omega +
\Delta\cos\theta\sin\omega , f/ = f, = \Delta', sin\theta\sin + \Delta\sin\theta\cos\omega, 3. =
\varphiαvarphi =\Delta'\omega \cos\theta- \Delta\sin\theta , \varphi,'= \varphi'., = \Delta', \cos\theta</math>: hinc <math>f.'f.' -
f,'f,'= \Delta\sin3 \Delta, sin\theta + \Delta\cos\theta), ?„'f,' - \varphi,/f„' =
\Delta\sin\theta\cos®(\Delta% cos\theta - \Deltasin\theta) - \Delta\Delta'., sino , %f.'- ?,f,'=