Logarithmic And Other Mathematical Tables: With Examples of Their Use And ...

Newcomb Simon

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LOGARITHMS OF SINE, COSINE, TANGENT AND COTANGENT, Etc 63 33 c 9 10 11 12 M 19 21 22 23 24 3 29 80 3* 32 33 34 9 11 39 40 41 42 43 44 $ 49 50 5i 52 53 54 73 708 73 727 73 7 J1 , 73 766 9 73 785 _ 73&>5 73824 73f43 .73863 9 73 882 L. Sin* d. L. Tang, c. d 73 611 ft 59 60 73 901 73 921 73 940 73 959 73 978 73 997 74017 74036 74055 74 074 74 093 74 "3 74 13...2 74i5» 74'7Q 74i 74 74227 74246 74 26s 74284 74 303 74 322 74 34.82 2I5 182243 1.82 270 1.82298 >. 82 32s 9.82407 9-82 435 9.82462 9.82 489 9.82517 9.82544 9.82571 9 82599 9.82 626 9.82 653 9.82681 9.82708 9 82 735 a 7 .82 762 I.82 790 1.82817 1.82844 (.828 71 > 82899 ■♦ Cotg. c. d «7 L. Cotg.
0.18748 0.18 721 0.18693 0.18665 0.18638 0.18 610 0.18582 0.18555 0.18527 0.18500 018472" 0.18444 0.18417 0.18389 0.18362 018334 0.18307 0.18279 0.18252 0.18224 0.18 197 0.18 169 o 18 142 0.18 114 0.18087 0.18059 0.18032 0.18004 0.17977 o 17 949 0.17922 0.17894 0.17867 0.17839 0.17 812 L.

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