(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 ©Œquation, to sect any angle or arch of a circle into 3. 5. 7. or any other uneven number of equal parts. By G. K. [electronic resource].
Tohutoru Kātū Chicago (17th ed.)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 ©Œquation, to Sect Any Angle or Arch of a Circle into 3. 5. 7. or Any Other Uneven Number of Equal Parts. By G. K. [electronic Resource]. 1697.
Tohutoro MLA (9th ed.)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 ©Œquation, to Sect Any Angle or Arch of a Circle into 3. 5. 7. or Any Other Uneven Number of Equal Parts. By G. K. [electronic Resource]. 1697.