86 REPORT — 1873. 



X 



Andrew, 1805. T. XIII. Squares of natural semichords, viz. sin^ -^ 



from a.' = 0° to .r=120°, at intervals of 10", to seven places, -with differences 

 and proportional parts for seconds. This valuable table occupies pp. 29-148 

 of the work. 



T. XIV. Proportional logarithms to 3°, at intervals of a second, to four 

 places ; same as T. 74 of Eapee. 

 The other tables are nautical. 



Anonymous [18G0 ?]. Four-figure logarithms of numbers from 100 to 

 1000, with proportional parts, on a card (about 12 in. by 10 in.). On the 

 back, numbers (to four figures) to logarithms from -000 to 1-000, at intervals 

 of "001, with proportional parts. Printed by J. Sittenfeld, published by 

 Veit and Co., Berlin. No date. The Brit.-Mus. copy received April 2, 1860. 



Bagay, 1829. T. XXII. Proportional or logistic logarithms for every 

 second to 3° (or 3") to five places ; same as T. 74 of Eaper, except to five 

 instead of four places. 



T. XXIII. Seven-figure logarithms, from unity to 21,600 (with the cor- 

 responding degrees, minutes, and seconds), to seven places, with differences, 

 but not proportional parts. 



T. XXIV. Logarithms of sexagesimal numbers, viz. logarithms of num- 

 bers of seconds in aU angles from 6° 10' 0" to 12°, at intervals of 1", to five 

 places. 



Appendix. — Table of log sines and tangents for every second of the qua- 

 drant to seven places (without differences). The change in the middle of the 

 column is beautifully clearly marked by a large black nucleus, surrounded by 

 a circle, printed instead of zero. Only the first logarithm affected is so de- 

 noted ; but the mark is so striking that it readily attracts the eye. The table 

 was formed by interpolation from Callet, corrected by Taylor (see p. ii of 

 the ' Avertissement ') ; 76 errors were thus found in Taylor. Some errata 

 are given at the end of the work. 



All the other tables are astronomical. This work, which has now become 

 rare, is much esteemed. 



Barlow, 1814. T. I. Squares, cubes, square and cube roots (to 7 places), 

 reciprocals (to 9 places as far as 1000, afterwards to 10), and all factors of 

 numbers from 1 to 10,000, Thus, for the factors of 4932 we have given 2^. 

 3^ 137. 



T. II. The first ten powers of numbers from 1 to 100. This table was 

 taken from Hutton [T. IV.] and Vega (Tabulte), vol. ii. T. IV. The errors 

 given in this Report in Hutton are not reproduced in this table. 



T. III. Fourth and fifth powers of numbers from 100 to 1000. 



T. IV. For the soJittion of the irreducible case in cubic equations ;- viz. 

 y^-y is tabulated from 2/=l-0000 to 1-1549, at intervals of -0001, to 8 

 places. 



T. V. Prime numbers from 1 to 100,103 (this table is incorrectly described 

 on the titlepage to it as extending to 10,000 only). 



T. VI. Hyperbolic logarithms, to 8 places, of numbers from unity to 10,000 

 (this table is incorrectly described on the titlepage to it as only extending 

 from 1000 to 10,000) 



T. VII. Differential coefficients, viz. the first six binomial- theorem coeffi- 



. , n(n~l) n(n—l)....(n — 5) „ 

 cients, ^-^ ^ \ . . .-^ — —i^ ^g ', from n=-01 to 1-00, at intervals of 



•01, to 7 places. 



