 | Charles de Neuvéglise - Mathematics - 1700 - 1254 pages
...у as LA to L¿. And fo \ XY will be equal to ж the firft of the two mean Proportionalî, O, EI Of Of the Methods by which you may approximate to the Roots of numeral Equations by their Limits ; and to the Roots of literal Equations by the Method of Series. By COLIN M AC L AU R IN. 3O£>. Tff/~HEN... | |
 | Isaac Newton - Algebra - 1769 - 638 pages
...to T y as LAtoL¿. And fo ¿ XY will be equal to x the firft of the two mean Proportionals. QEI Of Of the Methods by which you may approximate to the Roots of numeral Equations by their Limits-, and to the Roots of literal Equations by the Method of Series. By COLIN MACLAURIN. tl> be refolved,... | |
 | Colin MacLaurin - 1771 - 484 pages
...is equal to the root of the cubic, The demonftration is reduced from the laft article, as the 78th is from the preceding. CHAP. IX. Of the Methods by which you mayapproximate to the roots of numeral Equations by their limits. 5g4.TTrHEN any equation is propofed... | |
 | Colin MacLaurin - Algebra - 1779 - 610 pages
...demonflration is reduced from the laft article, as the 78ch is from the preceding. 230 .¿TREATISE of Part II. CHAP. IX. Of the Methods by which you may approximate...their limits. § 84. TT 7 HEN any equation is propofed VV to be refolvcd, firft find the limits oí toe roots (by Chap. 5.) as for example, if the roots of... | |
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The demonftration is deduced from the laft article, as the 7 8th is from the preceding. CHAP. IX. Of the Methods by which you may approximate to the roots of numeral Equations by their limits. §84. TT 7 HEN any equation is propofed W to be refolved,... 