Credit: ©The Royal Society
    Image number: RS.15327

    The Parisian problem

    Date
    December 1667/January 1668
    Creator
    Henry Oldenburg (1612 - 1677, German) , Scientific correspondent
    Object type
    Archive reference number
    Manuscript page number
    p1
    Material
    Dimensions
    height (page): 303mm
    width (page): 195mm
    Subject
    Description
    Diagram of the ‘French’ or ‘Parisian’ problem set by François Dulaurens. The problem was presented at the meeting of the Royal Society on 12 December 1667, and forwarded to John Collins, William Brouncker and John Wallis.

    The problem, as understood by Wallis, was as follows: 'given in number the circle CBD with radius CB, and the inscribed line BD protracted as far as may be desired beyond the circle, yet so that BY drawn parallel to CF may cut the circle in Y. To find the true value of the line BY, not an approximation (which may easily be obtained from a table of sines)'.

    This is a copy of William Brouncker's solution in Henry Oldenburg's hand, intended for Wallis. Brouncker's solution was sent to Robert Boyle on 28 January 1668, who showed it to Wallis, who in turn offered his proof that BY was rational in his letter to Oldenburg dated 8 February 1668 (EL/W1/39).
    Transcription
    Solutio a Nobilissimo Vice-Comite Brounker, ut sequitur.
    Transcribed by the Making Visible project
    Object history
    12 December 1667, ‘[Mr. Oldenburg] brought in an algebraical problem sent to him from Paris, as proposed by Monsr. de Laurens, which was ordered to be communicated for solution to Mr. Collins’ (Birch 2:226).
    Related fellows
    William Brouncker, 2nd Viscount Brouncker of Lyons (1620 - 1684, British) , Mathematician
    John Collins (1625 - 1683, British) , Mathematician, Mathematician
    Henry Oldenburg (1612 - 1677, German) , Scientific correspondent
    Associated place
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