20 MATHEMATICS. 



BRIDGE (B.). A compendious and practical treatise on the construction, 

 properties, and analogies of the three conic sections. 8 London, 1811. 



.. A compendious treatise on the theory and solution of cubic and bi- 

 quadratic equations, and of equations of the higher orders. 8 Lon- 

 don, 1821. 



Lectures on the elements of algebra, designed for the use of stu- 

 dents. 8 London, 1811. 



Six lectures on the elements of trigonometry. 8 London, 1810. 



BRIGGE or BRIGGIUS or BRIGGS (HENRY). See Sherwin (H.). 

 Mathematical tables. 4 1717. 



Chiliades logarithmorum viginti. See Vlacq ( A.). Trigonometria 



artificialis. fol. 1633. 



. Arithmetica logarithmica ; sive logarithmorum chiliades triginta, 



pro numeris naturali serie crescentibus ab unitate ad 20,000 ; et a 

 90,000 ad 100,000; hos numeros primus invenit I. Neperus Baro 

 Merchistonii. fol. Londini, 1624. 



Arithmetica logarithmica ; sive logarithmorum chiliades centum pro 



numeris naturali serie crescentibus ab unitate ad 100,000 ; una cum 

 canone triangulorum, sinuum, tangentium, et secantium ad radium 

 10,00000,00000, et ad singula scrupula prima quadrantis ; editio se- 

 cunda aucta per A. Vlacq. fol. Goudce, 1628. 



Table des logarithmes pour les nombres d'un a 10,000. 8 Goude, 



1626. 



BRIGGE or BRIGGIUS or BRIGGS (HENRY) et GELLIBRAND (H.). 

 Trigonometrica Britannica ; sive doctrina triangulorum libri duo ; quo- 

 rum prior continet constructionem canonis sinuum, tangentium et secan- 

 tium, una cum logarithmis sinuum et tangentium ad gradus et graduum 

 centesimas, et ad minuta et secunda centesimis respondentia ; posterior 

 vero applicationem canonis in resolutione triangulorum e geometricis 

 fundamentis petita. fol. Gowda, 1633. 



BRIGGE or BRIGGIUS or BRIGGS (HENRY), WALLIS (J.), HALLEY 

 (E.), and SHARP (A.). Mathematical tables ; viz. a table of logarithms 

 from 1 to 101000, to which is added the differences and proportional 

 parts, whereby the logarithm on any number under 10,000,000 may be 

 easily found ; tables of natural sines, tangents, and secants, with their 

 logarithms and logarithmick differences to every minute of the quadrant ; 

 tables of natural versed sines and their logarithms to every minute of 

 the quadrant. 4 London, 1705. See Sherwin. [ Tables.] 



BRILLAT ( ) et BAZAINE (P. D.). Metrologie Franchise, ou traite 

 du systeme metrique, d'apres la fixation definitive de 1'unite lineaire 

 fondamentale ; contenant des tables comparatives des anciennes mesures 

 avec celles qui les remplacent ; des notions de geometric pratique ; un 

 bareme decimal, et le tarif des droits de 1'octroi municipal de Paris ; 

 2 pts. in 1 vol. 8 Paris, 1802. 



BRISSON (MATTH. JACQ.). See Borda (J. C.) et Brisson (M. J.). 

 Rapport sur la verification de metre, &c. 8 1795. 



BROANDER (JOHAMXES). Dissertatio de reductione aequationis cu- 

 bicae ; praeside F. Mullet. 4 Upsalia, [1778.] 



BROOKE (CHARLES). A synopsis of the principal formulae and results 

 of pure mathematics. 8 Cambridge, 1829. 



BROSCIUS (JOANNES). Apologia pro Aristotele et Euclide contra 

 P. Ramum, et alios ; additae sunt duae disceptationes de numeris per- 

 fectis. 4 Dantisci, 1652. 



. De numeris perfectis disceptatio. 4 Amsterdami, 1638. 



