Keith, G. (1697). A supplement to a late treatise, called An essay for the discovery of some new geometrical problems: Concerning angular sections, resolving what was there problematically proposed; and with some rectification made in the former essay, showing an easie method truly geometrical, without any conick section, or cubick æquation, to sect any angle or arch of a circle into 3. 5. 7. or any other uneven number of equal parts. By G. K. printed for the author, and are to be had at the Three Pigeons over against the Exchange, and at his House in Pudding-lane, at the sign of the Golden Ball, where he teacheth the mathematical arts.
Chicago-Zitierstil (17. Ausg.)Keith, George. A Supplement to a Late Treatise, Called An Essay for the Discovery of Some New Geometrical Problems: Concerning Angular Sections, Resolving What Was There Problematically Proposed; and with Some Rectification Made in the Former Essay, Showing an Easie Method Truly Geometrical, Without Any Conick Section, or Cubick æquation, to Sect Any Angle or Arch of a Circle into 3. 5. 7. or Any Other Uneven Number of Equal Parts. By G. K. S.l: printed for the author, and are to be had at the Three Pigeons over against the Exchange, and at his House in Pudding-lane, at the sign of the Golden Ball, where he teacheth the mathematical arts, 1697.
MLA-Zitierstil (9. Ausg.)Keith, George. A Supplement to a Late Treatise, Called An Essay for the Discovery of Some New Geometrical Problems: Concerning Angular Sections, Resolving What Was There Problematically Proposed; and with Some Rectification Made in the Former Essay, Showing an Easie Method Truly Geometrical, Without Any Conick Section, or Cubick æquation, to Sect Any Angle or Arch of a Circle into 3. 5. 7. or Any Other Uneven Number of Equal Parts. By G. K. printed for the author, and are to be had at the Three Pigeons over against the Exchange, and at his House in Pudding-lane, at the sign of the Golden Ball, where he teacheth the mathematical arts, 1697.