Baker, T. (1684). The geometrical key: or, The gate of aequations unlockt.: A new discovery of the constructions of all aequations howsoever affected, not exceeding the 4th degree; viz. of linears, quadratics, cubics, and biquadratics, and the finding of all their roots as well true as negative, without the use of mesolabe, and trisection of angles; without reduction ... publisher not identified.
Chicago Style (17th ed.) CitationBaker, Thomas. The Geometrical Key: Or, The Gate of Aequations Unlockt.: A New Discovery of the Constructions of All Aequations Howsoever Affected, Not Exceeding the 4th Degree; Viz. of Linears, Quadratics, Cubics, and Biquadratics, and the Finding of All Their Roots as Well True as Negative, Without the Use of Mesolabe, and Trisection of Angles; Without Reduction ... [S.l.: publisher not identified, 1684.
MLA (9th ed.) CitationBaker, Thomas. The Geometrical Key: Or, The Gate of Aequations Unlockt.: A New Discovery of the Constructions of All Aequations Howsoever Affected, Not Exceeding the 4th Degree; Viz. of Linears, Quadratics, Cubics, and Biquadratics, and the Finding of All Their Roots as Well True as Negative, Without the Use of Mesolabe, and Trisection of Angles; Without Reduction ... publisher not identified, 1684.