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The CONTENTS.
XXV. Sundry Obſervations thereupon.
XXVI. Ordinate found from the Area by means of evaneſcent Increments.
XXVII. In the foregoing Caſe the ſuppoſed evaneſcent Increment is really a finite Quantity, deſtroyed by an equal Quantity with an oppoſite Sign.
XXVIII. The foregoing Caſe put generally. Algebraical Expreſſions compared with Geometrical Quantities.
XXIX. Correſpondent Quanities Algebraical and Geomtrical equated. The Analyſis ſhewed not to obtain in Infinteſimals, but it muſt alſo obtain in finite Quantities.
XXX. The getting rid of Quantities by the received Principles, whether of Fluxions or of Differences, neither good Geometry nor good Logic. Fluxions or Velocities, why introduced.
XXXI. Velocities not to be abſtracted from Time and Space: Nor their Proportions to be inveſtigated or conſidered excluſively of Time and Space.
XXXII. Difficult
