Rheinhard´s Ingeneur Kalender

103 Logarithmen der trigonometrischen Functionen. ° , II ein tang CO8 f 1 ° 0 1 sin tang cos II , 0 Lil 0 9,7118 9,7788 9,9331 0 59 »8 0 9,7893 9,8928 9,8966 0 52 in 9,7139 9,7816 9,9323 50 10 9,7010 93954” 9,8955 50 20 9,7160 9,7845 9,9315 40 20 9,7926 9,8980 9,8945 40 30 9,7181 9,7s73 9,1)30« 30 30 9,7941 9,9006 9,8935 30 40 9,7201 9,7902 9,9300 2d 40 9,7957 9,9032 9,8925 20 50 9,7222 9,7930 9,9292 10 50 9,7973 «>,<»<>58 9,8915 10 10 11,7242 <1,7958 9,9284 9,9276 0 50 58 » 10 9,7981) 9,8004 9,I 11,9110 9,8895 0 50 511 20 9,7282 9,8014 9,9268 40 20 9,8020 9,9135 9,8884 40 30 9,7302 9,8042 9,9260 30 30 9,8035 9,9161 9,8874 30 40 9,7322 9,8070 11,9252 2(1 40 9,8050 9,9187 9,8864 20 50 0,7342 9,8097 9,9244 1(1 50 <),80G6 9,9212 10 3« ~Ö 10 9,7361 9,7380 9,8125 9,8153 9,9236 9,9228 0 50 57 40 0 10 9,8081 9,8096 9,9238 9,9264 it.ssi:; 9,«832 0 50 50 20 9,7400 9,8180 9,9219 40 20 9,8111 9,9289 9,8821 40 30 9,7419 9,8208 9,9211 30 30 9,8125 9,9315 9,8810 30 4(1 9,7438 9,8235 9,9203 20 40 9,8140 9,9341 9,8800 20 31 50 0 10 9,7457 9,7476 9,7191 9,82(13 9,8290 9,8317 9,9194 9,918« 9,9177 10 0 50 56 41 50 0 10 9,8155 9,8169 9,81H4 9,!I36<> 9,9392 9,9417 9,8789 <3,8778 9,8767 10 0 50 49 20 9,7513 9,8344 9,9169 40 20 9,8198 9,9443 9,8756 40 30 9,7531 9,8371 9,9160 30 80 9,8213 9,9468 9,8745 30 40 9,7550 0,8398 9,9151 20 40 9,8227 9,9*94 0,8733 20 35 50 ii 10 <t,7r>s6 9,7604 9,8425 9'8452 9,8479 9,9142 9,9134 9,1)125 10 0 50 55 42 50 0 10 9,8241 9,8255 9,8269 9,951!) 9,954 1 0,9570 9,«722 9,8711 l»,H(>99 10 0 50 48 20 9,7622 9,8506 9,9110 40 20 9,8283 9,9595 9,8688 40 30 9,7640 9,8533 9,9107 30 30 9,8297 9,9621 9,8676 30 40 9,7657 9,8559 9,9098 20 40 9,8311 9,9646 9,8665 20 50 I»,7(175 9,8586 9,9089 10 50 9,8324 9,9671 9,8653 10 36 ö 10 <1,7710 9,8613 9,863!) 9,9080 9,9070 0 50 54 48 0 10 9,8338 9,8351 9,9722 9,8629 0 50 47 20 9,7727 9,8666 9,9061 40 20 9,8305 9,9747 9,8618 40 30 9,7744 9,8692 9,9052 30 30 9,8378 9,9772 9,8606 30 40 9,7701 9,8718 9,9042 20 40 9,8391 9,9798 9,8594 20 37 50 0 t 9,7778 10,7795 9,8771 9,9033 9,9023 10 0 58 44 50 0 9,8405 0,8418 9,9823 9,9848 9,«582 9,856‘J 10 0 46 Hl 9,7811 9,8797 9,9014 50 10 <>,9874 9,8557 50 20 9,7828 9,8824 9,9004 40 20 9,8444 9,9899 9,8545 40 30 19,7844 9,8850 9,8995 30 30 9,8457 9,9924 9,8532 30 40 9,7861 9,8876 9,8985 20 40 0,8460 9,9949 9,8520 20 8S 50 0 9,7877 9,7893 9,8902 9,8928 »,«975 9,8965 10 0 52 45 50 11 9,8482 9,8495 9,9975 0,0000 9,8507 <>,8405 10 0 45 — — — 0 | COB cotg i sin r ° 0 1 cos ■ cotg : sin I ' ° 1 Con stauten. Basis ler natürlichen Logarithmen e = 2,7182818 log = 0,4342945 Modul der brittffischen Logarithmen m = 0,4342945 log = 9,0377843 See. r = 206264,8 Io« = 5,3144201 « « « « Min. r — 3437,747 log = 3,5302730 « « « « Grad- r — 57,29578 log = 1,7581220. ,log = Umfang des Kreises für den Durchmesser 1 , = 3,14159205 3,4971499, log 1 9,5028501; log 71 2 = 0,9942997; log V 7/ = 0,2485749 71 3 277 (iO = 0,10472, log ' = 9,02003; log 2» = 0,79818; log ' ’ 30 Schwere g unter 450 in Meeresspiegelhöhe = 9,80605; log g = 9,90633. 0,90636; log ^2 g = 0,64626.