60 Sayya-ldit they belong, the latter expressed both in minutes and in degrees and Eainutes. to facilibate the practical use of the table in making calcula tions after the Hindu method, we have aidgi A clumn of the difterences of the sines, and have farther turned the Hines themselves into decimal parts of the radius. J*or the purpose a iutraing all afeguaracy of the bable, we have also annexed the t" values of the Hine, in minutes, as found by our modern tableR. (omparison may also be made of the dedi. nal cotunnn with the corresponding vlex given1 an our prinary tables of natural sines. Tht // Xiany mr rs ,B Ares, Ne 'erBed Hindu Siua8, True s. , 8ines in Diff. in parts of rai 1D in ' 1 ’ 224B ' । 3 = 225 225 ५ ९ १° 30' | 450' ug' 11° 15 575 71 1B }00' 845 12b 10B 22 30 1850 1815 7 | 23° 15 | 1575 800 11 9 3g° 45 ' ! 2025 | 190 10 | B° 30' - 2250 | 2008 11 41 15 24 5 2287 45 2700 ' | 4B ।’ 10 A8 4B 2925 685 I¢ 52 83 3150 228 15 | 56 15 | 887B 289 } E6 | 80° j0) 11 | 34B ’ ! 8823 | ४04 1B 67° 30' 4050 317 I° *' 4275 25 20 450 8321 ४} # 78 45 4725 3372 82° 30 | 4950’ 300 23 | 86 16' | 6175* 3B 24 *0 50 1;}' 534x 224 130!J 4-72 29 222 •H!572 BP। 2।) 28871 6636 F 17 21408 1008 182 210 २8248) ]B1E37 + 261 05 4491 520•A* १E4 19B '0000 171888 40 19] *555555 100 J$B '5(871 10 14 *t895 • 86B 1684 0707 2:30-8B 707 15 75]8A 25844 | 1171 14B 364 272:5 1845 1B २३158५ 2858B 1628 1५ 171! 10B 8/708 1B ')2409 1767 2]2?’ 4702 82X':21 2.३४ (B !8{!} 882 61 |B0808 383717) 276 1 855 3308'<B 298 'B५' :48y9-f 3213’ 10000 |{{ 214-75 88* ' The rule by which the sines are, in the text, directed to be found, may be illustrated as follows. Let &, s , &', ", ४", etc., represent the succes. Sive sines. The first of the series, is sung ) be : equal to its arc. (); 225, from which quantit Ay is shown in the table above, p, difte:s only by an amount much smaller than the table takes any account of. Then + 2 न. 8 + ४ + %
