The most easy and exact manner of resolving all sorts of triangles, whether plain or sphericall, rectangular or obliquangular; with greater facility, then [sic] ever hitherto hath been practised. : Most necessary for all such as would attaine to the exact knowledg [sic] of fortification, dyaling, navigation, surveying, architecture, the art of shadowing, taking of heights, and distances, the use of both the globes, perspective, the skil of making of maps, the theory of the planets, the cacullating of their motions, and of all other asronimicall computations whatsoever.  Lately invented, and perfected, explained, commented on, and, with all possible brevity, and perspicuity in the hiddest, and most re=searched mysteries, from the very first grounds of the science itselfe, proved, and convincingly demonstrated. /
Urquhart, Thomas,Sir,1611-1660.
Glover, George,approximately 1618-engraver.StEdNL
Badeley, H.J.F,approximately 1938engraver.StEdNL
Wilkinson, C.H.,active 20th century,former owner.StEdNL
Vrehard, Thomas,Knight of Bray and Vdol etc., Baron of Ficherie and Clohorby etc., Laird Baron of Cromartie and Heritable sheriff thereof etc.
London, : Printed for William Hope, at the sign of the unicorn neer the Royall exchange,,
1650..
Frontispiece portrait of Sir Thomas Vrehard, Knight, signed G. Glouer.
Armorial bookplate on the verso of the front board C.H. Wilkinson, signed H.J.F Badeley 1938.
Wing (2nd ed.)
ESTC
Mathematics
England London.