]0i REPORT — 1873. 



Griffixi, 1843. T. 16. Log sines, tangents, and secants to every quarter 

 point, to 6 places. 



■ T. 17. Six-figure logarithms of numliers to 100, and from 1000 to 10,000, 

 to 6 i:»laccs, witli ditferences. 



T. 18. Log sines, tangents, and secants to every minute of the quadrant 

 (arguments expressed also in time), to 6 places, with differences for the sines 

 and tangents ; arranged semiquadrantally. 



T. 19. Natural sines to every minute of the quadrant, to 6 places, 

 without differences. 



T. 41. Proportional logarithms to every second to 3°, to 4 places ; same as 

 T. 74 of Raper. 



The logarithms are in all the tables printed at full length. The other 

 tables are nautical. 



Gruson, 1832. T.I. Seven-figure logarithms to 10,000 : no differences. 

 The change in the line is marked by a difference of type in all the logarithms 

 affected. In three or four parts of the book this table is stated to extend to 

 10,100, but the limit is as above ; and there is no possibility of a page having 

 been torn out, as the next table is printed on the back of the page ending 

 with the number 9999. 



T. II. & III. Squares and cubes of all numbers from 1 to 1000. 



T. IV. & V. Square and cube roots of all numbers from 1 to 1000, to 7 

 l)laces. 



T. VI. Circular measure of 1°, 2°, 3° . . . 360°, of 1', 2', . . . 60', and of 

 1", 2", . . . 60", to 7 places. 



T. VII. Natural and log sines, cosines, tangents, cotangents, secants, and 

 cosecants, to 7 places, with differences from 0° to 5° at intervals of 1', and 

 thence to 45° at intervals of 10'. 



The book was intended for schools. 



Hantschl, 1827. T. I. Five-figure logarithms (written at full length) 

 of numbers from 1000 to 10,000. 



T. II. Log sines for every 10 seconds from 0° to 90°, to 6 places. 



T. III. Log tangents for every 10 seconds from 0° to 90°, to 6 places. 



T. IV. Ten-figure logarithms of primes to 15,391. 



T. V. Natural sines, tangents, secants, and versed sines for every minute 

 of the quadrant, to 7 places ; arranged semiquadrantally. 



T. VI. Hyperbolic logarithms of numbers to 11,273, to 8 places. 



T. VII. Least divisors of numbers to 18,277 (multiples of 2, 3, 5, and 

 11 excluded). 



T. VIII. Squares, cubes, square and cube roots (to 7 places) to 1200. 



T. IX. <^-^), . . . ^(^-^^y--0^-5) from n=0 to n=l-00 at 



intervals of "01, to 7 places. 



T. X. Circular measure of 1°, 2°, 3°, ... 180°, of 1', 2' . . . 60', and of 

 1", 2" . . . 60", to 15 places. 



T. XI. The first nine multiples of 



""' I' I' i' h S' K-)'' W' ""^ (e)"'' 



to 24 or 21 places. 



T. XII. Small table to express minutes and seconds as decimals of a 

 degree. 



T. XIII. Areas of segments of circles for diameter unity to 6 places : the 



